The numerical value of side of a cube of volume 64 cm' is the zero of 2x'+5x+ k ,then k=
A 36
B) - 36
C) - 52
D 41
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Given,
numerical value of side of a cube of volume is zero of 2x^2+5x+k
given volume=64cm3
then,a=4
hence 4 is one of the zero of polynomial
substitute 4 in the polynomial
then,
2(4^2)+5(4)+k=0
2(16)+20+k=0
32+20+k=0
52+k=0
k=-52
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