Evaluate That Function
Evaluate That Reciprocal
Potpourri of Fun
What angle(s) have a ____ of ____?
Do You Remember?
100
sin(π/3)
What is sqrt(3)/2?
100
sec(π/4)
What is sqrt(2)?
100
The cofunction of cosecant
What is secant?
100
This Q1 angle (in radians) has a cosine of 1/2.
What is π/3?
100
The equation to find the inflection point of a cubic function.
What is -b/3a?
200
cos(2π/3)
What is -1/2?
200
csc(5π/6)
What is 2?
200
π/4 degrees and 3π/4 have the same value for these TWO trigonometric functions.
What are sine and cosecant?
200
This Q3 angle (in radians) has a sine of -sqrt(3)/2.
What is 4π/3?
200
The point-slope equation of a line.
y-y1 = m(x-x1)
300
tan(11π/6)
What is -sqrt(3)/3?
300
cot(7π/4)
What is -1?
300
The reference angle of 11π/9
What is 2π/9?
300
These angles (in radians) have a tangent value of 1.
What are π/4 and 5π/4?
300
The vertical tangent(s) of the function: (x+3)(x-3)/(x-3)(x+4)
What is x = -4?
400
sin(-3π/4)
What is -sqrt(2)/2?
400
sec(-4π/3)
What is -2?
400
The first angle > 2π with a sine value of 1/2.
What is 13π/6?
400
These angles (in radians) have a cosine of -sqrt(2)/2.
What are 3π/4 and 5π/4?
400
The exponent of e^x = 6
What is ln6?
500
tan(7π/2)
What is undefined?
500
cot(13π/6)
What is sqrt(3)?
500
The boroughs Ms. Liao has yet to live in.
What are Queens and Bronx?
500
These angles (in radian) have a cotangent of sqrt(3)/3.
What are π/3 and 4π/3?
500
The names of the four units we have covered in Pre-Calculus thus far.
What are: 1) Functions 2) Polynomial and Rational Functions 3) Exponential and Logarithmic Functions 4) Trigonometric Functions?
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