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Verify the statement given below.
No useless answer.
solve c and d.
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Answer:
(c)
LHS
= 2/3 ( 4/5 + 7/8)
= 2/3 [ ( 32 + 35) /40]
= 2/3 × 67/40
= 134/120
RHS
= ( 2/3 × 4/5) + ( 2/3 × 7/8)
= 8/15 + 14/24
= (64+70)/120
= 134/120
So 2/3 ( 4/5 + 7/8) = ( 2/3 × 4/5) + ( 2/3 × 7/8)
Hence Verified
The property is called DISTRIBUTIVE
(d)
LHS
LHS = - 6/15( 7/8 + - 5/12)
= - 6/15 [ ( 42 - 20 ) /48 ]
] = - 6/15 × 22/48
= - 11/60
RHS
RHS= ( - 6/15 × 7/8 ) + ( - 6/15 × - 5/12 )
) = - 42/120 + 30/180
= (-126 + 60) /360
= - 66/360
= - 11/60
So
- 6/15( 7/8 + - 5/12) =( - 6/15 × 7/8 ) + ( - 6/15 × - 5/12 )
Hence Verified
Hence Verified The property is called DISTRIBUTIVE
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