Trig Solving
Algebra Theorems
Algebra Solving
Trig Theorems
Misc
100

This is sin of 30 degrees

What is 1/2?

100

This is what (x-3) and (x+3) are to x^2-9

What are roots?
100

This is how continuous compound interest is calculated

What is A(t)=Pe^(rt)?

100

This is the Pythagorean identity involving sine and cosine

What is sin2(x)+cos2(x)=1?
100

This is the radius of a unit circle

What is 1?

200

This function is defined as adj/hyp on a right triangle

What is cosine?

200

This formula finds the amount of interest compounded continuously.

What is P(e)^(rt)

200

It's what a is in relation to the exponential growth formula a(1+r)x

What is the y-intercept or what is the principal?

200

This is referred to as the law of Cosines.

What is a2=b2+c2-2bcCos(A)?

200

This indicates a bounce on the x axis

What is a root of even multiplicity?

300

It's the reciprocal of cosine

What is secant?

300

This is what k does in the equation: y=f(x)+k

What is a vertical shift?

300

It's the simplification of logb(4)-logb(2).

What is logb(2) or logb(4/2)?

300

sin(A)/a=sin(B)/b=sin(C)/c

What is the law of sines?

300

It's what 4x5 is in 4x5+2x3+x

What is the leading term?

400

Its the period of sine and cosine

What is 2pi?

400

This formula: y=(a-h)^2+k in the context of a parabola

What is vertex form?

400

It's what this is called: A(t)=P(1+r/n)^(nt)

What is the Compound Interest formula?

400

This is the formula for arc length

s=r*theta

400

It's a different way to right sin(2*theta) and cos(2*theta)

What is the double angle formula?

500

The tangent of 60 degrees

What is sqrt(3)?

500

ab = 0 if and only if a=0 or b=0

What is the Zero Factor Principle?

500

This is the meaning of an odd function

What is f(x)=-f(-x)?

500

This is the conversion from polar to cartesian.

What is x=rcos(theat) and y=rsin(theta)?

500

It's the parametric equation of a circle at the point (h,k)

What is x(t)=rcos(t)+h and y(t)=rsin(t)+k?

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