Verify that x÷(y+z)≠(x÷y)+(x÷z) when x=12,y=-4 and z=2
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Answered by
14
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Given that, x = 12 , y = –4 and z = 2
Now, we have to verify that x / ( y + z ) ≠ ( x / y ) + ( x / z )
Putting values of x , y and z
12 / ( –4 + 2 ) ≠ [ 12 / (–4) ] + ( 12 / 2 )
12 / ( –2) ≠ (–3) + 6
–6 ≠ 3
Hence, verified.
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____________________________________
Given that, x = 12 , y = –4 and z = 2
Now, we have to verify that x / ( y + z ) ≠ ( x / y ) + ( x / z )
Putting values of x , y and z
12 / ( –4 + 2 ) ≠ [ 12 / (–4) ] + ( 12 / 2 )
12 / ( –2) ≠ (–3) + 6
–6 ≠ 3
Hence, verified.
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Answered by
4
12÷(-4+2)=12÷-2=-6
(12÷-4)+(12÷2)=-3+6=3
6 not equal to 3
(12÷-4)+(12÷2)=-3+6=3
6 not equal to 3
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