Function ops
e and ln
Apps of logs
Rational functions
Using the Unit Circle
100

The shape of a quadratic function  (y = x^2) 

What is a parabola?

100

The base of the natural log

What is e?

100

The base of the log function

What is 10?

100

The most basic form of a rational function

What is y = 1/x?

100

 3pi, in degrees

What is 540?

200

The transformation in y = x + 2 

What is a vertical translation?

200

 ln(e^x), simplified

What is x?

200

"log10100 = 2," rearranged in exponential form

What is "102 = 100"?

200

The process needed to find the location of a slant asymptote

What is long division?

200

 (11pi)/6, in degrees

What is 330 degrees?

300

The transformation(s) in  y = 2(x-3) + 1) 

What are a vertical stretch and a horizontal and vertical translation?

300

(ln15 = 3x), solved for x

What is x = ln15/3?

300
2(log12), rearranged

What is log(122) or log(144)?

300

The result of cancelling the top and bottom of the function

What is a hole?

300

The coordinates of pi/4 on the unit circle

What is (sqrt2, sqrt2)?

400

The shape of the function  (y = -x^4) 

What is an upside-down parabola?

400

  (3x = ln27), solved for x

What is ln3?

400

 log(x) + log(y) - log(z), combined

What is log((xy)/z)?

400

The result of N(x) being 1 power greater than D(x)

What is a slant asymptote?

400

The coordinates of 0 degrees, on the unit circle

What is (0, 1)?

500

The word for A in the equation (y = Ax^2 + Bx) 

What is a coefficient?

500

The number famously equal to  e^(pii)

What is -1?

500

 log_27(9) = x, solved for x

What is 2/3?

500

The asymptote(s) of the equation  y = (x+1)/(x+2) 

What are -2 and 1/2?

500

 sin(pi/6), on the unit circle

What is 1/2?