Section 1: Multiple Choice questions

#1 Which of the following definitions matches the term?

Differentiable graph

π∫ (axis - top)² - (axis - bottom)² No holes, jumps, asymptotes Take deriv, plug in value No corner, cusp, vertical line

#2 Which of the following terms matches the definition?

∫ [multiplier] (top-bottom)^[something]

Integral area function formula isosceles triangle Volume of solid with base _______ Revolve 2 equations over arbitrary line Continuous graph

#3 Which of the following definitions matches the term?

Continuous function

π∫ top² - bottom² π∫ (axis - top)² - (axis - bottom)² "Left" and "right" functions are equal at point No holes, jumps, asymptotes

#4 Which of the following definitions matches the term?

Revolve 2 equations over arbitrary line

π∫ (axis - top)² - (axis - bottom)² π∫ top² - bottom² π∫ (axis - top)² - (axis - bottom)² ∫ [multiplier] (top-bottom)^[something]

#5 Which of the following terms matches the definition?

Take deriv, plug in value

Differentiable function Integral area function formula rectangle Integral area function formula semicircle Revolve 2 equations over axis

Section 2: True/false questions

#6 Determine if the following combination is true or false.

Integral area function formula equilateral triangle

**(√3 )/4 * base²**

True

False

#7 Determine if the following combination is true or false.

Revolve 2 equations over axis

No holes, jumps, asymptotes

True

False

#8 Determine if the following combination is true or false.

Integral area function formula isosceles triangle

Base²

True

False

#9 Determine if the following combination is true or false.

Integral area function formula rectangle

Base²

True

False

#10 Determine if the following combination is true or false.

Continuous graph

No holes, jumps, asymptotes

True

False

Triple-checked your answers?