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Find f(x) if f'' (x)=7 -9x+8x^2, f(0) = 9 and f'(0) = -4?

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  • Find f(x) if f'' (x)=7 -9x+8x^2, f(0) = 9 and f'(0) = -4?


Answers

LET f(x)=x^3-8x^2+17x-9. USE THE FACTOR THEOREM TO FIND OTHER SOLUTIONS TO f(x)-f(1)=0,BESIDES x=1 ... 1....-7....10.....1....-5..|.0-----And finally ...
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Positive: 63 %
f(-2)=x 3-8/7x 2 +8x-2 No solutions found. Rearrange: Rearrange the equation by subtracting what is to the right of the equal sign from both sides of the ...
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Positive: 60 %

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... -8x 2 + 8x 2 = 0 X 3 + 0 = -16x + 8x 2 X 3 = -16x + 8x 2 Simplifying X 3 = -16x + 8x 2 Reorder ... -8f=63-f | | 4-(-1)= | | x^3+8x^2+4x+48=0 | ... (x-7 ...
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