If you are reviewing Test 11, odds are you have been through most of the others, which means you are about to hit the wall every serious student hits: College Board's tests run out, and retaking one you remember tells you almost nothing. We wrote a whole piece on what to do when you finish every Bluebook test, because it is one of the most common questions we get.
The short version: keep learning from your Test 11 misses the normal way, jump to them in the video, tag them as unknown type or giveaway, drill the types. The review method is in the Test 4 post if you want it spelled out.
All 44 Practice Test 11 Math Questions, One at a Time
Every math question from official Practice Test 11, in order, as it appears in the walkthrough. Each one has the correct answer, how it's solved, and a clip of just that question.
Module 1
1
Practice Test 11, Module 1, Question 1Linear equations in one variable
Answer A
How it's solved: Mental math: subtract the same amount from both sides to get an equivalent equation.
2
Practice Test 11, Module 1, Question 2Nonlinear functions
Answer A
How it's solved: Define the function in Desmos and evaluate it at the given input.
3
Practice Test 11, Module 1, Question 3One-variable data: distributions and measures of center and spread
Answer 8
How it's solved: Type the mean command in Desmos with the data values separated by commas.
4
Practice Test 11, Module 1, Question 4Linear equations in two variables
Answer 13
How it's solved: Substitute the known count for its variable and let Desmos solve the remaining equation.
5
Practice Test 11, Module 1, Question 5Two-variable data: models and scatterplots
Answer B
How it's solved: Recognize the curve's shape as exponential and note that it rises from left to right, so it is increasing.
6
Practice Test 11, Module 1, Question 6Equivalent expressions
Answer C
How it's solved: Combine like terms by hand rather than using Desmos.
7
Practice Test 11, Module 1, Question 7Lines, angles, and triangles
Answer 63
How it's solved: Sketch both right triangles, find the complement of the known angle, and use corresponding angles in congruent triangles.
8
Practice Test 11, Module 1, Question 8Nonlinear functions
Answer C
How it's solved: Match the exponential form: the starting count is the initial value, and halving each round sets the base.
9
Practice Test 11, Module 1, Question 9Nonlinear equations in one variable and systems of equations in two variables
Answer C
How it's solved: Isolate the variable by multiplying both sides by the denominator.
10
Practice Test 11, Module 1, Question 10Linear equations in two variables
Answer A
How it's solved: Parallel lines share a slope, so pick the only choice with the same slope. The intercept confirms it.
11
Practice Test 11, Module 1, Question 11Area and volume
Answer A
How it's solved: Proportionality: area grows by the square of the side-length factor, so square that factor instead of multiplying by it.
12
Practice Test 11, Module 1, Question 12Nonlinear equations in one variable and systems of equations in two variables
Answer A
How it's solved: Graph each choice in Desmos and count the vertical solution lines, keeping the one that shows exactly one.
13
Practice Test 11, Module 1, Question 13Linear equations in one variable
Answer C
How it's solved: Work backward from the total cost to find the number of hours, then test each choice in Desmos at that value.
14
Practice Test 11, Module 1, Question 14Linear functions
Answer D
How it's solved: Enter two table points in Desmos and run a linear regression to read the y-intercept.
15
Practice Test 11, Module 1, Question 15Nonlinear functions
Answer 15000
How it's solved: Work backward by halving once per doubling period, or write it as an exponential with a base of one half.
16
Practice Test 11, Module 1, Question 16Two-variable data: models and scatterplots
Answer A
How it's solved: Pick two clean points on the best-fit line, enter them in a Desmos table, and run a regression for the slope.
17
Practice Test 11, Module 1, Question 17Nonlinear functions
Answer B
How it's solved: Plot the table points in Desmos, then graph each choice and keep the one passing through all of them.
18
Practice Test 11, Module 1, Question 18Circles
Answer B
How it's solved: Use the circle equation, where the right side equals the radius squared. Testing choices in Desmos with a sample constant other than zero or one also works.
19
Practice Test 11, Module 1, Question 19Linear equations in two variables
Answer A
How it's solved: Use the x-intercept, where the other variable is zero, and divide the total by that intercept to estimate the per-item value.
20
Practice Test 11, Module 1, Question 20Right triangles and trigonometry
Answer D
How it's solved: Apply SOH CAH TOA from the given angle: write sine as opposite over hypotenuse and solve for the unknown side.
21
Practice Test 11, Module 1, Question 21Linear functions
Answer 3331
How it's solved: Plug the given point into the linear equation and rename the unknown constant to x so Desmos solves for it.
22
Practice Test 11, Module 1, Question 22Nonlinear equations in one variable and systems of equations in two variables
Answer B
How it's solved: Graph the equation in Desmos, zoom to fit, and count the vertical solution lines.
Module 2
1
Practice Test 11, Module 2, Question 1Linear functions
Answer B
How it's solved: Write a linear equation from the fixed cost plus the per-item cost and let Desmos solve it.
2
Practice Test 11, Module 2, Question 2Systems of two linear equations in two variables
Answer 30
How it's solved: Graph both equations in Desmos and click the intersection, reading off the coordinate asked for.
3
Practice Test 11, Module 2, Question 3Linear inequalities in one or two variables
Answer A
How it's solved: Match each price to its variable to eliminate choices, then use less than or equal to for a spending limit.
4
Practice Test 11, Module 2, Question 4Two-variable data: models and scatterplots
Answer C
How it's solved: Eyeball two points on the best-fit line, enter them in Desmos, and run a linear regression to read the slope.
5
Practice Test 11, Module 2, Question 5Nonlinear functions
Answer B
How it's solved: Reading problem: match each coordinate to its units and meaning, and note the point is neither a maximum nor a minimum.
6
Practice Test 11, Module 2, Question 6Linear functions
Answer D
How it's solved: Define both functions in Desmos and type the combined expression to evaluate it.
7
Practice Test 11, Module 2, Question 7Circles
Answer 100
How it's solved: Read the radius from the circle equation, scale it as described, and square the new radius for the right side.
8
Practice Test 11, Module 2, Question 8Linear functions
Answer A
How it's solved: Replace the function output with the given value and let Desmos solve for x.
9
Practice Test 11, Module 2, Question 9Nonlinear equations in one variable and systems of equations in two variables
Answer 29
How it's solved: Connect the given form to the quadratic formula: the value under the root is the discriminant, b squared minus 4ac. Desmos can confirm.
10
Practice Test 11, Module 2, Question 10Equivalent expressions
Answer A
How it's solved: Algebra: distribute the negative signs carefully, combine like terms, and read off the needed coefficient.
11
Practice Test 11, Module 2, Question 11Linear inequalities in one or two variables
Answer D
How it's solved: Type the inequality into Desmos with each choice for the constant and keep the one with matching shading and boundary.
12
Practice Test 11, Module 2, Question 12Probability and conditional probability
Answer A
How it's solved: Count the favorable outcomes, put them over the total, and let Desmos reduce the fraction.
13
Practice Test 11, Module 2, Question 13One-variable data: distributions and measures of center and spread
Answer B
How it's solved: A value below all the others lowers the mean, but binned data can't pin down the median, so only the mean statement must hold.
14
Practice Test 11, Module 2, Question 14Ratios, rates, proportional relationships, and units
Answer C
How it's solved: Set up a model-to-actual proportion, cross-multiply, and isolate the model length.
15
Practice Test 11, Module 2, Question 15Equivalent expressions
Answer 0.5061 or 0.5062 or 41/81
How it's solved: Rewrite the radical as a fractional exponent, substitute for t, multiply powers, and set the exponents equal, solving in Desmos.
16
Practice Test 11, Module 2, Question 16Nonlinear functions
Answer A
How it's solved: Enter the two points in a Desmos table and run a custom regression using the function's form to get both constants.
17
Practice Test 11, Module 2, Question 17Lines, angles, and triangles
Answer A
How it's solved: Pick a value for x to get one acute and one obtuse angle, list every possible pair sum, and test each choice.
18
Practice Test 11, Module 2, Question 18Lines, angles, and triangles
Answer A
How it's solved: Mark up the diagram, prove similarity with vertical angles and a matching angle pair, then solve the side ratio in Desmos.
19
Practice Test 11, Module 2, Question 19Systems of two linear equations in two variables
Answer C
How it's solved: Graph each choice in Desmos with the given line. A choice giving one intersection or the same line both count.
20
Practice Test 11, Module 2, Question 20Area and volume
Answer B
How it's solved: Find the missing base dimension from length times width, then plug all three dimensions into the prism surface-area formula.
21
Practice Test 11, Module 2, Question 21Nonlinear functions
Answer D
How it's solved: Adding a constant inside the function shifts the graph left, so shift the zeros by that amount and match the result to a choice.
22
Practice Test 11, Module 2, Question 22Percentages
Answer 60000
How it's solved: Translate each sentence into an equation with percent written over a hundred, pick a convenient value for one quantity, and let Desmos compute the rest.
Practice Test 11 Answer Key and Scoring
The video shows how to get each answer. The official answer key comes from College Board:
In Bluebook and My Practice. Bluebook shows your score as soon as you submit. Your full results are in My Practice: every question, your answer, the correct answer and a written explanation.
On paper. College Board also posts a printable version of Practice Test 11 with an answer key, answer explanations and a scoring guide on its SAT Suite site.
Use My Practice to find which questions you missed, then come back here for the fastest way to solve them. To see what a given number of misses does to your score, use how many you can miss on SAT Math.
When the Official Tests Are Gone
This is exactly why Sigma Prep's practice tests exist. Every official test has a mock modeled on it question for question, same format, same difficulty curve, brand new problems, three versions of each. Fresh full-length measurements for as long as your prep runs, with a video explanation on every question. The Test 4 mock is free: full-length timed practice tests. Start free today!
Common Questions
After you submit Practice Test 11 in Bluebook, your full results are in My Practice on the College Board site: every question, your answer, the correct answer and a written explanation. College Board also posts a printable version of Practice Test 11 with an answer key, answer explanations and a scoring guide. The video on this page adds the fastest way to solve each one.
On this page. Every one of the 44 math questions from Bluebook Practice Test 11 has its own section, from Module 1 Question 1 to Module 2 Question 22, with the correct answer, the skill it tests, how it is solved, and a video clip of just that question. The full walkthrough video above solves all 44 in order, often with Desmos rather than algebra.
Take the test timed in Bluebook first, score it, and pull out every question you missed or guessed on. Then jump to only those questions in the video and ask one thing for each: could I have recognized this setup, and did I know the move? Do not watch all 48 minutes like a movie.
Not as a measurement, because memory inflates the score. Sigma Prep Test 11 mirrors the official test question for question with fresh problems, in three versions, so you can check whether the skills are really there.
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