verify the associative law of addition for the following 1) 1 , 5/-11, 7/22 correct answer will get 100 thanks About the author Aaliyah
Step-by-step explanation: Given numbers are -10/11 , 5/6 and 4/3 To Verify the associative property for addition and multiplication of the rational numbers. Associative Property for addition of the rational numbers is as follows ( a + b ) + c = a + ( b + c ) Associative Property for multiplication of the rational numbers is as follows ( a × b ) × c = a × ( b × c ) let a = -10/11 , b = 5/6 and c = 4/3 So, First Associative property of addition: LHS = ( a + b ) + c = ( -10/11 + 5/6 ) + 4/3 =(\frac{-60+55}{66})+\frac{4}{3}=( 66 −60+55 )+ 3 4 =\frac{-5}{66}+\frac{4}{3}= 66 −5 + 3 4 =\frac{-5+88}{66}=\frac{83}{66}= 66 −5+88 = 66 83 RHS = a + ( b + c ) = -10/11 + ( 5/6 + 4/3 ) =\frac{-10}{11}+(\frac{5+8}{6})= 11 −10 +( 6 5+8 ) =\frac{-10}{11}+\frac{13}{6}= 11 −10 + 6 13 =\frac{-60+143}{66}=\frac{83}{66}= 66 −60+143 = 66 83 LHS = RHS Hence Verified Reply
Answer:
there are three attachments just see them it is just a example
Step-by-step explanation:
Given numbers are -10/11 , 5/6 and 4/3
To Verify the associative property for addition and multiplication of the rational numbers.
Associative Property for addition of the rational numbers is as follows
( a + b ) + c = a + ( b + c )
Associative Property for multiplication of the rational numbers is as follows
( a × b ) × c = a × ( b × c )
let a = -10/11 , b = 5/6 and c = 4/3
So, First Associative property of addition:
LHS = ( a + b ) + c = ( -10/11 + 5/6 ) + 4/3
=(\frac{-60+55}{66})+\frac{4}{3}=(
66
−60+55
)+
3
4
=\frac{-5}{66}+\frac{4}{3}=
66
−5
+
3
4
=\frac{-5+88}{66}=\frac{83}{66}=
66
−5+88
=
66
83
RHS = a + ( b + c ) = -10/11 + ( 5/6 + 4/3 )
=\frac{-10}{11}+(\frac{5+8}{6})=
11
−10
+(
6
5+8
)
=\frac{-10}{11}+\frac{13}{6}=
11
−10
+
6
13
=\frac{-60+143}{66}=\frac{83}{66}=
66
−60+143
=
66
83
LHS = RHS
Hence Verified