If 5x6−9x2+1=(px4+qx3+rx2+sx+t)(ax2+bx+c) , then the value of ap is
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Answer:
answer is 5
Step-by-step explanation:
Solution:
(px4+qx3+rx2+sx+t)(ax2+bx+c)
By multiplying x4 coefficient in px4+qx3+rx2+sx+t and x2 coefficient in ax2+bx+c we get apx6
5x6=ap×6
ap=5
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