{"content":{"sharePage":{"page":0,"digests":[{"id":"60529374","dateCreated":"1350409416","smartDate":"Oct 16, 2012","userCreated":{"username":"maryrebando","url":"https:\/\/www.wikispaces.com\/user\/view\/maryrebando","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1316566872\/maryrebando-lg.jpg"},"monitored":false,"locked":false,"links":{"self":"https:\/\/talking-about-math.wikispaces.com\/share\/view\/60529374"},"dateDigested":1531982273,"startDate":null,"sharedType":"discussion","title":"Period 4","description":"Select one of the rules of divisibility we learned and explain it in your own words. Give an example to show you know how to apply the rule.","replyPages":[{"page":0,"digests":[{"id":"57407900","body":"to be divsible by 5 the number has to either end in a five or zero if it does not have these numbers it cant be divided by five!!!! ex:10\/5=2 105\/5=21","dateCreated":"1350493452","smartDate":"Oct 17, 2012","userCreated":{"username":"artubas","url":"https:\/\/www.wikispaces.com\/user\/view\/artubas","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57407928","body":"i picked the # 4 because you can know when a number is divisible by 4 when the number ends in 00.
\n
\nex: 7,300 is divisible by 4
\n ^ :0)","dateCreated":"1350493497","smartDate":"Oct 17, 2012","userCreated":{"username":"jacohil","url":"https:\/\/www.wikispaces.com\/user\/view\/jacohil","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1358272568\/jacohil-lg.jpg"}},{"id":"57407952","body":"the rule im choosing to explain is the rule or 3. When finding the rule of 3 you have to add the numbers in the problem and then see if that answer is divisible by 3. so say you have the number 141. First you have to say 1 + 4+1=6 and 6 is divisible by three because 3 will go into 6 2 times evenly without haveing a remainder.","dateCreated":"1350493537","smartDate":"Oct 17, 2012","userCreated":{"username":"alandav","url":"https:\/\/www.wikispaces.com\/user\/view\/alandav","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57408024","body":"2. I am choosing to because it is the funnest. You can determine a number is divisible by it if the LAST NUMBER is EVEN. For example..............
\n
\n123456789835478358637859375916
\nIs that divisible by 2...... YES, because the last number(6) is even.","dateCreated":"1350493646","smartDate":"Oct 17, 2012","userCreated":{"username":"aniscmcf1","url":"https:\/\/www.wikispaces.com\/user\/view\/aniscmcf1","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1363021090\/aniscmcf1-lg.jpg"}},{"id":"57408190","body":"i picked the number 9 it
\nex:9x9=81
\n9x8=72
\n9x6=54
\n9x5=45
\n9x4=36
\n9x3=27
\n9x2=18
\n9x1=9
\n9x0=0
\nso it is pretty simple to divisible by 9","dateCreated":"1350493905","smartDate":"Oct 17, 2012","userCreated":{"username":"fabidom","url":"https:\/\/www.wikispaces.com\/user\/view\/fabidom","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57408272","body":"I chose the divisblty rule for 4,you have to look at the last four digits and dicide if they are divisble by 4,or has double zero at the end of the number.
\n
\nExample:769,018,424 is divisble by 4 because 24 is.","dateCreated":"1350494035","smartDate":"Oct 17, 2012","userCreated":{"username":"samajspa","url":"https:\/\/www.wikispaces.com\/user\/view\/samajspa","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1354566235\/samajspa-lg.jpg"}},{"id":"57484304","body":"I pick the divisablity for 6. If the # is divisable by 2 and 3 than its divisable by 6.","dateCreated":"1350666524","smartDate":"Oct 19, 2012","userCreated":{"username":"kendarya","url":"https:\/\/www.wikispaces.com\/user\/view\/kendarya","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1359741911\/kendarya-lg.jpg"}},{"id":"57484306","body":"I pick the divisablity for 6. If the # is divisable by 2 and 3 than its divisable by 6.","dateCreated":"1350666525","smartDate":"Oct 19, 2012","userCreated":{"username":"kendarya","url":"https:\/\/www.wikispaces.com\/user\/view\/kendarya","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1359741911\/kendarya-lg.jpg"}},{"id":"57738954","body":"I picked the divisibility rule for number 5. If the number ends in a zero or a five then it is divisible by 5.
\n
\nExample:
\n3048470 is this number divisible by 5 ?
\nYes because it has a zero at the end of this number.","dateCreated":"1351271425","smartDate":"Oct 26, 2012","userCreated":{"username":"shaybal","url":"https:\/\/www.wikispaces.com\/user\/view\/shaybal","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57848832","body":"I picked the divisibility rule for the number nine. A number is divisible by nine if the sum of the digits are divisible by nine. *Example- 2+7+3+6(2,736)-18 divided by 9 equals 2","dateCreated":"1351639461","smartDate":"Oct 30, 2012","userCreated":{"username":"jariche","url":"https:\/\/www.wikispaces.com\/user\/view\/jariche","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57900276","body":"the divisibility rule I picked is the number 2 rule. Heres an example- 6*4 divided by 12=2.","dateCreated":"1351786421","smartDate":"Nov 1, 2012","userCreated":{"username":"jaydcov","url":"https:\/\/www.wikispaces.com\/user\/view\/jaydcov","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1363884927\/jaydcov-lg.jpg"}},{"id":"57901006","body":"i pick #5 because 5 will go into any thing that ends with a 5our a zero it is divisible by 5 and if it ends with a 1,2,3,4,6,7,8,9 it is not divisible
\nby 5 so this way of doing
\n#5 makes it
\neasier to
\nme","dateCreated":"1351788008","smartDate":"Nov 1, 2012","userCreated":{"username":"dylahrig","url":"https:\/\/www.wikispaces.com\/user\/view\/dylahrig","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}}],"more":8}]},{"id":"60529370","dateCreated":"1350409381","smartDate":"Oct 16, 2012","userCreated":{"username":"maryrebando","url":"https:\/\/www.wikispaces.com\/user\/view\/maryrebando","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1316566872\/maryrebando-lg.jpg"},"monitored":false,"locked":false,"links":{"self":"https:\/\/talking-about-math.wikispaces.com\/share\/view\/60529370"},"dateDigested":1531982273,"startDate":null,"sharedType":"discussion","title":"Period 3","description":"Select one of the rules of divisibility we learned and explain it in your own words. Give an example to show you know how to apply the rule.","replyPages":[{"page":0,"digests":[{"id":"57479180","body":"I choose the divisibility rule of 5, the # has to end in 5 or 0 for the # to be divisible by 5
\n Ex. 60=5x12","dateCreated":"1350660000","smartDate":"Oct 19, 2012","userCreated":{"username":"adriedw","url":"https:\/\/www.wikispaces.com\/user\/view\/adriedw","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1363351541\/adriedw-lg.jpg"}},{"id":"57479190","body":"A number can be divisible by 6 if that number is divisible by 2 and 3.It can be divisible by 2 if it's even.It can be divisible by 3 if the sum of it's digits equals a number that is divisible by 3. ex:90 9+0=9 9 is divisible by 3.90 is even so its divisible by 2.90 is divisible by 6. ^_^","dateCreated":"1350660035","smartDate":"Oct 19, 2012","userCreated":{"username":"johnmthu","url":"https:\/\/www.wikispaces.com\/user\/view\/johnmthu","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57479410","body":"The multiplication property of one says that any number times one is that number.
\n
\n ex:
\n 91x1=91","dateCreated":"1350660516","smartDate":"Oct 19, 2012","userCreated":{"username":"saraeses","url":"https:\/\/www.wikispaces.com\/user\/view\/saraeses","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57733684","body":"the identity property is when you add or multiply 1 or 0 in your problem. Here is my example:1 x 7 it will always equal to the other number. Here is another example:0x6 it will always be 0","dateCreated":"1351264479","smartDate":"Oct 26, 2012","userCreated":{"username":"maycaspr","url":"https:\/\/www.wikispaces.com\/user\/view\/maycaspr","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57734106","body":"A number can be divisible by 6 if the number is divisible by 2 and 3. It can be divisible by 3 if u add all the numbers up in the problem and that number is divisible 3 then the whole number is divisible by 3. It can be divisible by 2 if it is even. Here is an example for 3: if the number is this number 921 it is divisible by 3 because 1+2+9=12 and 12 is divisible by 3. Here is an example for the number 2: if the number is 35702 it is divisible by 2 because it is even","dateCreated":"1351264996","smartDate":"Oct 26, 2012","userCreated":{"username":"maycaspr","url":"https:\/\/www.wikispaces.com\/user\/view\/maycaspr","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57833570","body":"The divisibility rule of 6 is if you dont hae 2 and 3 you cant have 6","dateCreated":"1351610499","smartDate":"Oct 30, 2012","userCreated":{"username":"summdmur","url":"https:\/\/www.wikispaces.com\/user\/view\/summdmur","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57833618","body":" you have to have 2 and 3 to have 6","dateCreated":"1351610601","smartDate":"Oct 30, 2012","userCreated":{"username":"summdmur","url":"https:\/\/www.wikispaces.com\/user\/view\/summdmur","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57864646","body":"12 + 14 = 26 so it is divisible by 2,6,. the divisible #'s are 2,3,4,5,6,9,10.","dateCreated":"1351691051","smartDate":"Oct 31, 2012","userCreated":{"username":"courupc","url":"https:\/\/www.wikispaces.com\/user\/view\/courupc","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1351694248\/courupc-lg.jpg"}},{"id":"57864778","body":"I chose the divisibility rule of 5 and 10. You know when it is divisible by ten because it only has to have a zero at the end f the whole number and then it will be divisible by ten. You will know when it is divisible by five because it has to end in a five or zero then it will be divisible by five. Here is my example for ten: 6,870 is divisible by ten because it ends in a zero. Here is my example for five: 897,765 or 9,876,540. Those numbers are both divisible by five because they both end in a five or zero","dateCreated":"1351691251","smartDate":"Oct 31, 2012","userCreated":{"username":"maycaspr","url":"https:\/\/www.wikispaces.com\/user\/view\/maycaspr","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57865084","body":"i choose the divisibility rule of 5, the # has a 5 or 0 at the end for an example : 45=9x5 and 60=5x12","dateCreated":"1351691688","smartDate":"Oct 31, 2012","userCreated":{"username":"jonasan1","url":"https:\/\/www.wikispaces.com\/user\/view\/jonasan1","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1366933259\/jonasan1-lg.jpg"}},{"id":"57867252","body":"the divisible rules are 2,3,4,5,6,9,10
\nex:30 is divisible by 3,10,5,2,6","dateCreated":"1351694463","smartDate":"Oct 31, 2012","userCreated":{"username":"courupc","url":"https:\/\/www.wikispaces.com\/user\/view\/courupc","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1351694248\/courupc-lg.jpg"}},{"id":"57899250","body":"The division property of is the #has to end in 2 0's","dateCreated":"1351785139","smartDate":"Nov 1, 2012","userCreated":{"username":"summdmur","url":"https:\/\/www.wikispaces.com\/user\/view\/summdmur","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}}],"more":18}]},{"id":"60529364","dateCreated":"1350409362","smartDate":"Oct 16, 2012","userCreated":{"username":"maryrebando","url":"https:\/\/www.wikispaces.com\/user\/view\/maryrebando","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1316566872\/maryrebando-lg.jpg"},"monitored":false,"locked":false,"links":{"self":"https:\/\/talking-about-math.wikispaces.com\/share\/view\/60529364"},"dateDigested":1531982273,"startDate":null,"sharedType":"discussion","title":"Period 2","description":"Select one of the rules of divisibility we learned and explain it in your own words. Give an example to show you know how to apply the rule.","replyPages":[{"page":0,"digests":[{"id":"57402466","body":"One of the rules of divisibillity we learned is that if a number ends in 00 it is divisble by 4. example 100 divided by 4=25","dateCreated":"1350483737","smartDate":"Oct 17, 2012","userCreated":{"username":"helehys","url":"https:\/\/www.wikispaces.com\/user\/view\/helehys","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57402548","body":"One of the divisibility rules is that any number that ends in 0 is divisible by 5 and 10.
\nexample: 10 , 10 \/5 and 10\/10.","dateCreated":"1350483831","smartDate":"Oct 17, 2012","userCreated":{"username":"jhonelop","url":"https:\/\/www.wikispaces.com\/user\/view\/jhonelop","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57448134","body":"The divisibility rule for 6 is that the number has to go into 3 and 2. For it to go into 2 it has to be an even number, for it to go into 3 you have to add all of the digits of the number then see if the sum goes into 3.
\nexample: 90 9+0=9
\nIt is even so it goes into 2 and the sum of the digits is 9 so it goes into 3 making it a divisibility rule of 6.","dateCreated":"1350584189","smartDate":"Oct 18, 2012","userCreated":{"username":"abiglog","url":"https:\/\/www.wikispaces.com\/user\/view\/abiglog","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1354633607\/abiglog-lg.jpg"}},{"id":"57477198","body":"if a number ends in zero it will be divisible by 5 and 10. For five it can also be ending with 5
\n
\nemample: 50\/ 5+0=5","dateCreated":"1350656250","smartDate":"Oct 19, 2012","userCreated":{"username":"jessgoo","url":"https:\/\/www.wikispaces.com\/user\/view\/jessgoo","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1363467718\/jessgoo-lg.jpg"}},{"id":"57477434","body":"The divisibility rule for the number 5 is that if the last digit\/in the ones place is a five or a zero.
\n
\n ex.205 is divisable 5
\n
\nI love you Ms.Rebando!!!!!!","dateCreated":"1350656615","smartDate":"Oct 19, 2012","userCreated":{"username":"annamtro","url":"https:\/\/www.wikispaces.com\/user\/view\/annamtro","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1363961721\/annamtro-lg.jpg"}},{"id":"57477438","body":"The divisibility rule for the number 5 is that if the last digit\/in the ones place is a five or a zero.
\n
\n ex.205 is divisable 5
\n
\nI love you Ms.Rebando!!!!!!","dateCreated":"1350656618","smartDate":"Oct 19, 2012","userCreated":{"username":"annamtro","url":"https:\/\/www.wikispaces.com\/user\/view\/annamtro","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1363961721\/annamtro-lg.jpg"}},{"id":"57477442","body":"The divisibility rule for the number 5 is that if the last digit\/in the ones place is a five or a zero.
\n
\n ex.205 is divisable 5
\n
\nI love you Ms.Rebando!!!!!!","dateCreated":"1350656620","smartDate":"Oct 19, 2012","userCreated":{"username":"annamtro","url":"https:\/\/www.wikispaces.com\/user\/view\/annamtro","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1363961721\/annamtro-lg.jpg"}},{"id":"57895390","body":"When you do prime factorzation you put two numbers down and then you try to find if you can multiply the numbers down farther down.
\n
\nEX: 24 6x4 then 3x2x2x2","dateCreated":"1351776806","smartDate":"Nov 1, 2012","userCreated":{"username":"tanngri1","url":"https:\/\/www.wikispaces.com\/user\/view\/tanngri1","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57895416","body":"When you do prime factorzation you put two numbers down and then you try to find if you can multiply the numbers down farther down.
\n
\nEX: 24 6x4 then 3x2x2x2","dateCreated":"1351776837","smartDate":"Nov 1, 2012","userCreated":{"username":"tanngri1","url":"https:\/\/www.wikispaces.com\/user\/view\/tanngri1","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57895536","body":"The Divisibility rule is that for it to go in to 2 it has to de an even number,and for it to go in to 3 it has to be an odd number","dateCreated":"1351777120","smartDate":"Nov 1, 2012","userCreated":{"username":"aarojon","url":"https:\/\/www.wikispaces.com\/user\/view\/aarojon","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"58513930","body":"If a number ends in zero it is divisable by 4.thats one of the rules i learned
\n
\n
\nYOU ROCK MRS.REBANDO","dateCreated":"1353504459","smartDate":"Nov 21, 2012","userCreated":{"username":"brenkvog","url":"https:\/\/www.wikispaces.com\/user\/view\/brenkvog","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"58666048","body":"ex.355 is divisible by 5","dateCreated":"1354115320","smartDate":"Nov 28, 2012","userCreated":{"username":"aarojon","url":"https:\/\/www.wikispaces.com\/user\/view\/aarojon","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}}],"more":13}]},{"id":"60529362","dateCreated":"1350409343","smartDate":"Oct 16, 2012","userCreated":{"username":"maryrebando","url":"https:\/\/www.wikispaces.com\/user\/view\/maryrebando","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1316566872\/maryrebando-lg.jpg"},"monitored":false,"locked":false,"links":{"self":"https:\/\/talking-about-math.wikispaces.com\/share\/view\/60529362"},"dateDigested":1531982273,"startDate":null,"sharedType":"discussion","title":"Period 1","description":"Select one of the rules of divisibility we learned and explain it in your own words. Give an example to show you know how to apply the rule.","replyPages":[{"page":0,"digests":[{"id":"57399078","body":"two- if the number is even it is divisible by 2.
\n even #'s0,
\n 2,
\n 4,
\n 6,
\n 8. ex.
\n 110,436 is even because it ends in a 6
\n 41 is not even because it does not
\n end in 0,2,4,6,8","dateCreated":"1350479014","smartDate":"Oct 17, 2012","userCreated":{"username":"ciarbhol","url":"https:\/\/www.wikispaces.com\/user\/view\/ciarbhol","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57399346","body":"six-
\nFor the number to be divisible by 6, 2 and 3 need to be divisible by the number too.
\nexample:
\n900 it ends in a 0 and adds up to 9","dateCreated":"1350479440","smartDate":"Oct 17, 2012","userCreated":{"username":"savaher","url":"https:\/\/www.wikispaces.com\/user\/view\/savaher","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57446874","body":"three
\nFor the number to be divisible by three then you have to add the digits up in the number.Then if the answer is divisible by three then that number is divisible by three too.
\nEx:204 2+0+4=6 6 is divisible by three so 204 is divisible by three.","dateCreated":"1350581544","smartDate":"Oct 18, 2012","userCreated":{"username":"katilip","url":"https:\/\/www.wikispaces.com\/user\/view\/katilip","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57447118","body":"if the last 2 numbers are zero they are divisible by 4
\n
\n
\nex 300 the numbers that is divisible by that 4","dateCreated":"1350582092","smartDate":"Oct 18, 2012","userCreated":{"username":"maxwlote","url":"https:\/\/www.wikispaces.com\/user\/view\/maxwlote","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57447120","body":"if the last 2 numbers are zero they are divisible by 4
\n
\n
\nex 300 the numbers that is divisible by that 4","dateCreated":"1350582095","smartDate":"Oct 18, 2012","userCreated":{"username":"maxwlote","url":"https:\/\/www.wikispaces.com\/user\/view\/maxwlote","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57474276","body":"if a # ends in 0 it i divisible by 1,2,5,10","dateCreated":"1350651860","smartDate":"Oct 19, 2012","userCreated":{"username":"danicod","url":"https:\/\/www.wikispaces.com\/user\/view\/danicod","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1366292667\/danicod-lg.jpg"}},{"id":"57474314","body":"if the # ends in 00 its divisible by 4
\n
\n
\n
\n
\nex 1,000,000,000,000 is divisible by 4","dateCreated":"1350651950","smartDate":"Oct 19, 2012","userCreated":{"username":"erikgas","url":"https:\/\/www.wikispaces.com\/user\/view\/erikgas","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57474340","body":"The number I choose was 3 because you add the digits of the number,than the sum of the added numbers are divisible by 3, than the number itself is divisible by 3.","dateCreated":"1350652028","smartDate":"Oct 19, 2012","userCreated":{"username":"saracri","url":"https:\/\/www.wikispaces.com\/user\/view\/saracri","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57474402","body":"divisibility:
\nif a number is divisible by 2 the n the numbers would end in even numbers , such as 0,2,4,6,8.","dateCreated":"1350652173","smartDate":"Oct 19, 2012","userCreated":{"username":"rosagay","url":"https:\/\/www.wikispaces.com\/user\/view\/rosagay","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57474436","body":"The divisibility rule for the number 3 is that when you add the numbers and they are divisible by 3 then that number is divisible by 3.
\nEx. 963. 9+6+3=18. 18 is divisible by 3 so 963 is divisible by 3.","dateCreated":"1350652258","smartDate":"Oct 19, 2012","userCreated":{"username":"emiltay1","url":"https:\/\/www.wikispaces.com\/user\/view\/emiltay1","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57893416","body":"#6
\nIf the number is divisible by 6 it has to be divisible by 2 & 3.","dateCreated":"1351772390","smartDate":"Nov 1, 2012","userCreated":{"username":"fernalv","url":"https:\/\/www.wikispaces.com\/user\/view\/fernalv","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}},{"id":"57893560","body":"To find what a number is divisible by, write down 2,3,4,5,6,9,10 [ for a number to be divisible 6 it has to be divisible by 2 an 3].
\n
\nex: 10= 2,3,4,5,6,9,10 2,5,10 is divisible by 10","dateCreated":"1351772896","smartDate":"Nov 1, 2012","userCreated":{"username":"dwiglsil","url":"https:\/\/www.wikispaces.com\/user\/view\/dwiglsil","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}}],"more":8}]},{"id":"60529358","dateCreated":"1350409341","smartDate":"Oct 16, 2012","userCreated":{"username":"maryrebando","url":"https:\/\/www.wikispaces.com\/user\/view\/maryrebando","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1316566872\/maryrebando-lg.jpg"},"monitored":false,"locked":false,"links":{"self":"https:\/\/talking-about-math.wikispaces.com\/share\/view\/60529358"},"dateDigested":1531982273,"startDate":null,"sharedType":"discussion","title":"Period 1","description":"Select one of the rules of divisibility we learned and explain it in your own words. Give an example to show you know how to apply the rule.","replyPages":[{"page":0,"digests":[],"more":0}]},{"id":"60529346","dateCreated":"1350409284","smartDate":"Oct 16, 2012","userCreated":{"username":"maryrebando","url":"https:\/\/www.wikispaces.com\/user\/view\/maryrebando","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1316566872\/maryrebando-lg.jpg"},"monitored":false,"locked":false,"links":{"self":"https:\/\/talking-about-math.wikispaces.com\/share\/view\/60529346"},"dateDigested":1531982273,"startDate":null,"sharedType":"discussion","title":"Period 2","description":"Select one the rules of divisibility we learned and explain it in your own words. Give an example to show you know how to apply the rule.","replyPages":[{"page":0,"digests":[],"more":0}]},{"id":"60529338","dateCreated":"1350409267","smartDate":"Oct 16, 2012","userCreated":{"username":"maryrebando","url":"https:\/\/www.wikispaces.com\/user\/view\/maryrebando","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1316566872\/maryrebando-lg.jpg"},"monitored":false,"locked":false,"links":{"self":"https:\/\/talking-about-math.wikispaces.com\/share\/view\/60529338"},"dateDigested":1531982273,"startDate":null,"sharedType":"discussion","title":"Period 1","description":"Select on the rules of divisibility we learned and explain it in your own words. Give an example to show you know how to apply the rule.","replyPages":[{"page":0,"digests":[],"more":0}]},{"id":"60401914","dateCreated":"1349437106","smartDate":"Oct 5, 2012","userCreated":{"username":"maryrebando","url":"https:\/\/www.wikispaces.com\/user\/view\/maryrebando","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1316566872\/maryrebando-lg.jpg"},"monitored":false,"locked":true,"links":{"self":"https:\/\/talking-about-math.wikispaces.com\/share\/view\/60401914"},"dateDigested":1531982273,"startDate":null,"sharedType":"discussion","title":"Period 4","description":"Select one of the four operations and explain how to solve a problem involving fractions.","replyPages":[{"page":0,"digests":[{"id":"57091938","body":"I'll pick addition. To solve the problem if the numbers have different denominators you find the common denominator for both numbers. Then you add the numerators that go with the new denominator and you have your answer.If the problem has the same denominator you just add the numerators together and if its more than the denominator than it becomes a whole number and the fraction if there is one.","dateCreated":"1349456827","smartDate":"Oct 5, 2012","userCreated":{"username":"kendarya","url":"https:\/\/www.wikispaces.com\/user\/view\/kendarya","imageUrl":"https:\/\/www.wikispaces.com\/user\/pic\/1359741911\/kendarya-lg.jpg"}},{"id":"57151624","body":"With subtraction you would subtract the two numerators and keep the same denominator you had before unless the numerator becomes bigger than the denominator","dateCreated":"1349733989","smartDate":"Oct 8, 2012","userCreated":{"username":"rianjlau","url":"https:\/\/www.wikispaces.com\/user\/view\/rianjlau","imageUrl":"https:\/\/ssl.wikicdn.com\/i\/user_none_lg.jpg"}}],"more":0}]}],"more":false},"comments":[]},"http":{"code":200,"status":"OK"},"redirectUrl":null,"javascript":null,"notices":{"warning":[],"error":[],"info":[],"success":[]}}