1. Derivatives - 3 Questions - Carrie Kibblewhite | Library

QUESTION 1

2

Consider the curve

(a) find f'(x)

2

The curve has a tangent at the point P(-1, -2).

(b) Find the gradient of this tangent at point P.

2

(c) Find the equation of this tangent. give your answer in the form
y = mx + c

QUESTION 2

3

A funciton f is given by

(a) Write down the derivative of f.

3

(b) Find the point on the graph of f at which the gradient of the tangent is equal to 6.

QUESTION 3

2

The equation of a curve is
(a) Find dy/dx

4

1. Derivatives - 3 Questions

1. Derivatives - 3 Questions

Consider the curve

(a) find f'(x)

The curve has a tangent at the point P(-1, -2).

(b) Find the gradient of this tangent at point P.

(c) Find the equation of this tangent. give your answer in the form
y = mx + c

A funciton f is given by

(a) Write down the derivative of f.

(b) Find the point on the graph of f at which the gradient of the tangent is equal to 6.

The equation of a curve is
(a) Find dy/dx

The gradient of the tangent to the curve at a point P is -10.

(b) Find the coordinates of P.

Consider the curve

(a) find f'(x)

The curve has a tangent at the point P(-1, -2).

(b) Find the gradient of this tangent at point P.

(c) Find the equation of this tangent. give your answer in the form
y = mx + c

A funciton f is given by

(a) Write down the derivative of f.

(b) Find the point on the graph of f at which the gradient of the tangent is equal to 6.

The equation of a curve is
(a) Find dy/dx

The gradient of the tangent to the curve at a point P is -10.

(b) Find the coordinates of P.

1. Derivatives - 3 Questions

1. Derivatives - 3 Questions

Consider the curve (a) find f'(x)

The curve has a tangent at the point P(-1, -2).(b) Find the gradient of this tangent at point P.

(c) Find the equation of this tangent. give your answer in the form y = mx + c

A funciton f is given by (a) Write down the derivative of f.

(b) Find the point on the graph of f at which the gradient of the tangent is equal to 6.

The equation of a curve is (a) Find dy/dx

The gradient of the tangent to the curve at a point P is -10.(b) Find the coordinates of P.

Consider the curve (a) find f'(x)

The curve has a tangent at the point P(-1, -2).(b) Find the gradient of this tangent at point P.

(c) Find the equation of this tangent. give your answer in the form y = mx + c

A funciton f is given by (a) Write down the derivative of f.

(b) Find the point on the graph of f at which the gradient of the tangent is equal to 6.

The equation of a curve is (a) Find dy/dx

The gradient of the tangent to the curve at a point P is -10.(b) Find the coordinates of P.

Consider the curve

(a) find f'(x)

The curve has a tangent at the point P(-1, -2).

(b) Find the gradient of this tangent at point P.

(c) Find the equation of this tangent. give your answer in the form
y = mx + c

A funciton f is given by

(a) Write down the derivative of f.

The equation of a curve is
(a) Find dy/dx

The gradient of the tangent to the curve at a point P is -10.

(b) Find the coordinates of P.

Consider the curve

(a) find f'(x)

The curve has a tangent at the point P(-1, -2).

(b) Find the gradient of this tangent at point P.

(c) Find the equation of this tangent. give your answer in the form
y = mx + c

A funciton f is given by

(a) Write down the derivative of f.

The equation of a curve is
(a) Find dy/dx

The gradient of the tangent to the curve at a point P is -10.

(b) Find the coordinates of P.