By considering the gradient of a suitable sequence of chords, find a value for the gradient of
Question:
By considering the gradient of a suitable sequence of chords, find a value for the gradient of the curve at the given point.
a. y = x4 at (1, 1)
b. y = x2 − 2x + 3 at (0, 3)
c. y = 2√x at (4, 4)
d. y = 12/x at (2, 6)
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To find the gradient of the curve at a given point we need to find the derivative of the curve at th...View the full answer
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Related Book For 
Cambridge International AS And A Level Mathematics Pure Mathematics 1 Coursebook
ISBN: 9781108407144
1st Edition
Authors: Sue Pemberton, Julian Gilbey
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