Differentiation of
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1
Answer:
dx = k df dx This means that we can differentiate a constant multiple of a function, simply by differentiating the function and multiplying by the constant. Together with rules are known as linearity rules. Example Suppose we want to differentiate y = 6x3 − 12x4 + 5.
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So let the polynomial be p(x)
now as per the conditions
alpha +beta = -b/a
therefore on comparing coefficients we get 4root3 as the value of alpha +beta
for the product of zeroes the condition is
alpha.beta=c/a
therefore the product of alpha and beta is 3
putting the above values in
alpha +beta - alpha. beta
we get
4root3 -3
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