SSAT Upper Level Quantitative (Math) - Tangent Lines

1

Find the equation of a tangent line at point if the function is .

2

Find the equation of a tangent line at point if the function is .

3

Find the slope of a tangent line at point if the equation is .

4

Find the slope of a tangent line at point if the equation is .

5

Find the slope of a tangent line at point if the equation of the function is .

6

Find the slope of a tangent line at point if the equation of the function is .

7

There is a circle on a coordinate plain. Its perimeter passes through the point . At this point meets a tangent line, which also passes through the point . What is the slope of the line perpindicular to this tangent line?

8

There is a circle on a coordinate plain. Its perimeter passes through the point . At this point meets a tangent line, which also passes through the point . What is the slope of the line perpindicular to this tangent line?

9

Circle A is centered about the origin and has a radius of 5. What is the equation of the line that is tangent to Circle A at the point (–3,4)?

10

Circle A is centered about the origin and has a radius of 5. What is the equation of the line that is tangent to Circle A at the point (–3,4)?

Tangent Lines

Practice Questions