of x = 1÷7 y= 2÷3and z= -1÷3 verify that
x [y+z) = (z ×y) +(x × z)
Name the property​

of x = 1÷7 y= 2÷3and z= -1÷3 verify that
x [y+z) = (z ×y) +(x × z)
Name the property​

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  1. Answer:

    verifying

    z( x+ y) = ( z × y ) + ( x × z)

    → -1/3 ( 1/7 + 2/3 ) = ( -1/3 × 2/3) + ( 1/7 × -1/3)

    → -1/3( 3/21 + 14/21 ) = -2/9 +( -1/21)

    → -1/3 (17/21) = -2/9 – 1/21

    → -17/63 = -14/63 – 3/63

    → -17/63 = -17/63

    Hence , verified

    Name of property

    distributive property

    x ( a+ b) = (x × a) + (x × b )

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