find the value of k in the following polynomials for which the indicated values of x are their zeros 9x²+8kx+16 (x=4/3)
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Answer:
BY PUTTING VALUE LIKE THIS
9*(4/3)*2+8*4/3*K+16=0
9*16/9+32K/3+16=0
16+32K/3+16=0
(16*3+32k+16*3)/3=0
(48+32k+48)/3=0
(96+32k)/3=0
96+32k=0*3
96+32k=0(because if we multiply any number with 0 its product is always 0)
32k= -96
k= -96/32
k= -3
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