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Calculus i quiz 5 from spring 2002. The quiz covers finding derivatives (dy/dx) for various functions, including polynomial, exponential, and radical functions. It also includes a problem on finding the equation of the tangent line to the curve y = x + √x at the point (1, 2).
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February 2002 QUIZ 5 Jellett
(i) y =
x^3
3
− x
(ii) y = 3x 7 − 7 x 3
(iii) y = x^2 (x^3 − 1)
(iv) y = − 4 x
− 5 2
(v) y = 3e x
x
x^2
(vi) y =
x^2 + 3
x^3
(vii) y = 3
2 π
x at the point (1, 2).
