Find a and b such that fxx2axb has an average value of 376
Find a and b such that f(x)=x^2+ax+b has an average value of 37/6 over [0,1] and an average value of 2/3 over [0,4].
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1 if the expected return is 20 and the standard deviation is 5 what is the best case return consistent with 95
letnbspfx x2nbsp- 2x 1first part required to find the derivative which i found to benbspf x 2x - 2i dont understand
approximate the zeros of the function use newtons method and continue the process until two successive approximations
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find a and b such that fxx2axb has an average value of 376 over 01 and an average value of 23 over
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