Derivatives
Anti-derivatives
Integration
Trig
Miscellaneous
100

The derivative of x^2 is this

What is 2x?

100

This must be included every time you take an antiderivative

What is +c?

100

This is the area calculation process that utilizes trapezoids.

What is the “Trapezoidal Rule?”

100

This is the derivative of sin x

What is cos x?

100

This is the name of the philosopher responsible for creating the Pythagorean theorem?

Who is Pythagoras?

200

This is the derivative rule where you multiply by the power and then subtract one from the power.

What is the power rule?


200

This is the antiderivative of 2x

What is x^2

200

This is the solution for the integral ∫2x2 dx.

What is ⅔ x3 ?

200

This is the antiderivative of sin x

What is -cos x?

200

This is the only number from 0 to 1000 that has a “a” in it.

What is “1000”?

300

The derivative of an equation represents this.

What is the instantaneous rate of change?

300

This is the antiderivative of x^2

What is (x^3)/3+c

300

The part of Fundamental Theorem where “f” is continuous and “F” is any antiderivative of “f.”

What is “Integral Evaluation Theorem?”

300

This is cos pi/3

What is ½?

300

This is the culture that the symbol for pi originated from.

What is Greek?

400

The derivative of cos(x^2) is this.

What is -2sin(x^2)

400

This rule is applied to the following: ∫k*f(x)dx=k*∫f(x)dx

What is the constant multiple rule?

400

 These rules are used to solve the integral 

y= ∫x^22x  1/3t2 dt.

What is “Additivity” and “Order of Integration?”

400

This is tan^2(x) + 1

What is sec^2(x)

400

This is where the first mathematical textbooks were available.

What is Mesopotamia ?

500

 The derivative of arccsc(x^3) is this.

What is -(3x^2)/|x|sqrt (x^6)-1?

500

This is 1

What is x?

500

This is the difference between integral calculus and differential calculus.

What is a focus on rate of change versus total size/value?

500

This is the range of tan^-1(x)

What is -pi/2 , pi/2

500

This mathematician developed ways to find areas under a curve.

Who is Newton and Leibniz?

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