Rational Functions
Radical Functions
Logarithms
Polynomial Functions
Miscellany
100
a line that a graph always approaches but never touches
What is an asymptote?
100
A=Pe^rt
What is continuously compounding?
100
Evaluate the function: log_2⁡8
What is 3?
100
Evaluate the expression (7^4)^2
What is 7^8
100
Keep the base and add the exponents
What is same-base product rule
200
Solve: 4/(2x+1) = 3/(x-3)
What is -15/2?
200
The value of (-216)^4/3
What is 1296?
200
Expand the expression: log_3⁡4x
What is log_3⁡4+log_3 x?
200
Rewrite the expression (7x-3)^2
What is 49x^2 -42x + 9
200
All possible y values for a graph
What is range?
300
Rewrite in simplest form: (x^2+8x)/4x÷(2x^2+15x-8)/(8x-4)
What is 1
300
The inverse of the function f(x) = 3x + 10
What is 1/3x-10/3
300
Use the change of base formula to evaluate the logarithm log_9⁡18
What is 1.315
300
Factor the polynomial completely: 3x^3-81
What is 3(x-3)(x^2+3x+9)
300
The small number indicating the type of root for a radical
What is the index?
400
The variable x varies jointly with y and z, and x=8 when y=-6 and z=-3. Find the amount of the constant variation.
What is 4/9?
400
Solve the equation: √(3x+12)=6
What is 8?
400
Solve the equation 3^(x+1)=27^(x+3)
What is -4
400
Divide using synthetic division: (2x^3-25x^2+83x-88)÷(x-8)
What is 2x^2-9x+11
400
In order to find the inverse of a function, swap these
What are x and y?
500
Find the solution(s) of -(x+4)/x=(-4)/(x-2)
What are -2 and 4
500
State the domain and range of the function: y=√((x-4))+6
What is a domain of x>4 and a range of y>6
500
Simplify the expression √(16e^10 )
What is 4e^5
500
Find all real zeros of the function: f(x) = x^3-6x^2+4x-24
What is 6?
500
On your birthday you receive a digital tablet worth $300. The value of the tablet decreases by 20% each year. What will its value be 4 years from now?
What is $122.88
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