https://padlet.com/kvaridhi1/zphg920u67e994rt Made with an aura of mystery en-us 2021-06-13 16:29:14 UTC 2021-06-16 04:13:19 UTC hello@padlet.com kvaridhi1 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1603496868 2021-06-13 16:31:46 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1603496868 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606685687 assosiative property=[4+3]+2 = 4+[3+2]]]> 2021-06-15 04:08:45 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606685687 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606685940 2021-06-15 04:08:56 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606685940 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686020 Distributive property
Eg. 4x(7+3)=4x7+4x3]]> 2021-06-15 04:08:59 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686020 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686134 2021-06-15 04:09:04 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686134 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686261 Distributive property
Example - 2[4+3] = 2*4 + 2*3 = 14]]> 2021-06-15 04:09:10 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686261 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686287 Under addition
Commutative Property=(a+c)=(c+a)]]> 2021-06-15 04:09:11 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686287 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686362 +45 ( - 26)

]]> 2021-06-15 04:09:15 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686362 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686382 assosiative=a+(b+c)=(a+b)+c

]]> 2021-06-15 04:09:16 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686382 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686440 commutative Property under addition and multiplication 
eg: ( a + b )  =  ( b + a )
= ( a * b ) = (a * b )
Associative property under addition 
eg: (a + b ) + c =  a + ( b + c )
Any Integer multiplied by 1 is itself
eg : a x1 = a

]]> 2021-06-15 04:09:18 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686440 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686590 2021-06-15 04:09:26 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686590 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686879 Commutative Property under addition
Example is 4+2=2+4]]> 2021-06-15 04:09:38 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606686879 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606687396 Shreya.......
1. Associative Property under addition
E.g : - a+(b+c)= (a+b) + c
2. Commutative Property under addition
E.g : - (a+b) = (b+a)]]> 2021-06-15 04:09:58 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606687396 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606688695 a) Commutative Property of Addition
Eg :- (a + p) = (p + a)

b) Associative Property of Addition
Eg :- a + (c + b) = (a + b) + c

c) Distributive Property of Multiplication over Addition
Eg :- 2 x (3 + 5) = 2 x 3 + 2 x 5
                            = 6 + 10 
                            = 16
Original :- 2 x (3 + 5) = 2 x 8 = 16

]]> 2021-06-15 04:10:46 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606688695 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606689296 Commutative property
Under addition
 Eg:x+y=y+x

]]> 2021-06-15 04:11:11 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606689296 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606691140 munira
commutatave property under addition 
ex.(5+3)=(3+5)


]]> 2021-06-15 04:12:28 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606691140 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606691572  property under multiplication
Example 2: 6 × 9 = 54 ; (–5) × (3) = −15]]> 2021-06-15 04:12:46 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606691572 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606694238 Commutative property 
Add.  X+y=y+x]]> 2021-06-15 04:14:34 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606694238 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606779908 Zainab
Positive integers 
Eg -- 2x7=-14]]> 2021-06-15 05:07:45 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606779908 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606785364 Zainab
Commutative
eg a+b+=a]]> 2021-06-15 05:10:51 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606785364 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606790063 Zainab
Distributive property
eg Ax(b+c)=Axb+c]]> 2021-06-15 05:13:43 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606790063 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606914712 Commutative property 
Example is
3+3=6=4+2=6]]> 2021-06-15 06:37:13 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1606914712 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1607108391 commutative
 ( a + b )  =  ( b + a )]]> 2021-06-15 08:49:53 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1607108391 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1607997087 Commutative
( a + b ) = ( b + a )]]> 2021-06-15 16:32:39 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1607997087 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1609111946 Aarya.T.
Commutative 
(A+B) =(B+A)]]> 2021-06-16 03:39:45 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1609111946 https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1609119821 Aarya .T.
COmmutative
(A+B)=(B+A).   = (3+6)=(6+3)
Under addation]]> 2021-06-16 03:44:52 UTC https://padlet.com/kvaridhi1/zphg920u67e994rt/wish/1609119821