Inverse Functions
Quiz
•
Mathematics
•
10th Grade
•
Practice Problem
•
Hard
Standards-aligned
Henry Phan
Used 58+ times
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10 questions
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1.
MULTIPLE CHOICE QUESTION
2 mins • 5 pts
F(x) = x + 11
Then use 4 step to find inverse F-1(x)
S1: let F(x) = x + 11
S2: Interchange x <=> y
x = y + 11
S3: Solve for y
11x = y
S4: F(x)-1 = 11x
S1: let y = x + 11
S2: Interchange x <=> y
y + 11 = x
S3: Solve for y
y = x + 11
S4: F(x)-1 = x + 11
S1: let y = x + 11
S2: Interchange x <=> y
x = y + 11
S3: Solve for y
x - 11 = y
S4: F(x) = x
S1: let y = x + 11
S2: Interchange x <=> y
x = y + 11
S3: Solve for y
x - 11 = y
S4: F-1(x) = x - 11
Tags
TEKS.MATH.P.2E
2.
MULTIPLE CHOICE QUESTION
2 mins • 5 pts
F(x) = 11x
Then use 4 step to find inverse F-1(x)
S1: let F(x), x = 11y
S2: Interchange x <=> y
y = 11x
S3: Solve for y
y = x
S4: F(x)-1 = x
S1: let y = x + 11
S2: Interchange x <=> y
x = 11y
S3: Solve for y
y = 11x
S4: F(x)-1 = 11x
S1: let y = x + 11
S2: Interchange x <=> y
x = 11y
S3: Solve for y
x/11 = y
S4: F(x)-1 = x/11
S1: let y = x + 11
S2: Interchange x <=> y
x = 11y
S3: Solve for y
11/x = y
S4: F(x) = 11/x
Tags
TEKS.MATH.P.2E
3.
MULTIPLE CHOICE QUESTION
2 mins • 5 pts
G(x) = x/11 . Find G-1(x)
S1: Let G(x) = y = x/11
S2: x <=> y
x = y/11
S3: solve for y
11x = y
S4: y = G(x)-1 = 11x
S1: Let G(x) = y = 11/x
S2: x <=> y
x = 11/y
S3: solve for y
11/x = y
S4: y = G(x)-1 = 11/y
S1: Let G(x) = y = x/11
S2: x <=> y
x = 11y
S3: solve for y
x/11 = y
S4: y = G(x)-1 = x/11
S1: Let G(x) = y = x/11
S2: x <=> y
x = y/11
S3: solve for y
x - 11 = y
S4: y = G(x)-1 = x - 11
Tags
TEKS.MATH.P.2E
4.
MULTIPLE CHOICE QUESTION
2 mins • 5 pts
G(x) = x3 . Find G-1(x)
S1: Let y = x3
S2: x <=> y
x = y3
S3: solve for y
x3= y
S4: G(x)-1 = 3x
S1: Let y = x3
S2: x <=> y
x = y3
S3: solve for y
x/3 = y
S4: G(x)-1 = x/3
S1: Let y = x3
S2: x <=> y
x = y3
S3: solve for y
x3 = y
S4: G(x)-1 = x3
Tags
TEKS.MATH.P.2E
5.
MULTIPLE CHOICE QUESTION
2 mins • 5 pts
Tags
TEKS.MATH.P.2E
6.
MULTIPLE CHOICE QUESTION
2 mins • 5 pts
G(x) = 4x3 - 1. Find G-1(x)
S1: Let
y = 4x3 - 1
S2: x <=> y
x = 4y3 - 1
S3: solve for y
(x3 - 1)/4= y
S4: G(x)-1 = (x3 - 1)/4
S1: Let
y = 4x3 - 1
S2: x <=> y
x = 4y3 - 1
S3: solve for y
4x3 + 1 = y
S4: G(x)-1 = 4x3 + 1
Tags
TEKS.MATH.P.2E
7.
MULTIPLE CHOICE QUESTION
2 mins • 5 pts
Tags
TEKS.MATH.P.2E
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