Question 1
\(3(x+8)-2(x+8)=12\) What is the value of \(x\)?
SAT-2026-October-NA-FormA-Math(module1)
SAT, October 2026 North America Form A, Math module 1.
22 questions · Free online practice
Open the interactive worksheetQuestion 2
\(x^2=-729\) How many distinct real solutions does the given equation have? A. Exactly one B. Exactly two C. Infinitely many D. Zero
Question 3
The function \(g(m)=-0.05m+12.9\) gives the number of gallons of gasoline remaining in a car after it has traveled \(m\) miles. Which number represents the number of gallons used for each mile traveled? A. \(0.05\) B. \(12.9\) C. \(20\) D. \(258\)
Question 4
\(|x|-38=0\) Which of the following is a solution to the given equation? A. \(\frac{1}{38}\) B. \(0\) C. \(-\frac{1}{38}\) D. \(-38\)
Question 5
In a right triangle, one acute angle has a measure of \(56^\circ\). What is the measure, in degrees, of the other acute angle? A. \(11\) B. \(34\) C. \(44\) D. \(56\)
Question 6
What is the slope of the line represented by \(60x-12y=-40\)? A. \(-5\) B. \(-\frac{3}{2}\) C. \(\frac{3}{2}\) D. \(5\)
Question 7
The function \(f(t)=30{,}000(2)^{t/480}\) models a population \(t\) minutes after an initial measurement. What is the doubling time, in minutes? A. \(2\) B. \(480\) C. \(960\) D. \(30{,}000\)
Question 8
In the scatterplot, a line of best fit for the data is shown. Which data point has an actual \(y\)-value that is greater than the \(y\)-value predicted by the line of best fit? A. \((5.0,5.7)\) B. \((6.0,8.0)\) C. \((7.0,7.3)\) D. \((9.0,8.7)\)
Question 9
A hemisphere has a radius of \(83\) units. Which of the following is closest to its volume, in cubic units? A. \(14{,}400\) B. \(57{,}700\) C. \(898{,}200\) D. \(1{,}197{,}500\)
Question 10
\(f(x)=(x-3)^2+5\) What is the minimum value of the given function? A. \(2\) B. \(3\) C. \(5\) D. \(8\)
Question 11
\(y=x^2-18x+47\) For what value of \(x\) does \(y\) reach its minimum? A. \(-18\) B. \(9\) C. \(18\) D. \(47\)
Question 12
In the scatterplot, a line of best fit for the data is shown. Which data point has an actual \(y\)-value that is greater than the \(y\)-value predicted by the line of best fit? A. \((6.0,6.7)\) B. \((7.0,9.0)\) C. \((8.0,8.3)\) D. \((10.0,9.7)\)
Question 13
\(y For which table are all listed ordered pairs solutions to the inequality? A. 2 4 6 \(x\) 2 4 6 \(y\) 28 86 88 B. 2 4 6 \(x\) 2 4 6 \(y\) 28 58 88 C. 2 4 6 \(x\) 2 4 6 \(y\) 42 72 102 D. 2 4 6 \(x\) 2 4 6 \(y\) 58 86 114
Question 14
\[\frac{5}{2}x-\frac{1}{5}y=48\]\[x+2y=-12\]The solution is \((x,y)\). What is the value of \(x+y\)? A. \(-12\) B. \(-3\) C. \(3\) D. \(12\)
Question 15
A company surveyed a random sample of employees and estimated an average of \(6.3\) hours per week collaborating on work-related projects, with a margin of error of \(1.2\) hours. A new random sample will be twice as large. Which is most likely true about the new margin of error? A. It will be less than 1.2 hours. B. It will be exactly 1.2 hours. C. It will be between 1.2 and 2.4 hours. D. It will be exactly 2.4 hours.
Question 16
For \(f(x)=\frac{a-13}{x}+7\), the graph of \(f\) is translated 3 units down and 5 units right to produce \(y=g(x)\). Which equation defines \(g\)? A. \(g(x)=\frac{a-13}{x+5}+4\) B. \(g(x)=\frac{a-13}{x-5}+4\) C. \(g(x)=\frac{a-16}{x+5}+7\) D. \(g(x)=\frac{a-16}{x-5}+7\)
Question 17
\[y=7x\]\[y=x^2-44\]A solution is \((x,y)\), where \(x>0\). What is the value of \(x\)?
Question 18
Lines \(\ell\) and \(k\) are parallel, and line \(t\) intersects both. If \(x>159\), which statement must be true? A. \(y B. \(y>21\) C. \(x+y D. \(x+y>180\)
Question 19
Objects X and Y each travel at a constant speed. The speed of X is \(\frac{1}{a}\) times the speed of Y, where \(a>0\). Object X travels \(9b\) centimeters in \(c\) seconds. Which expression represents the distance Y travels in \(6c\) seconds? A. \(\frac{54bc}{a}\) B. \(\frac{54ab}{c}\) C. \(\frac{54b}{a}\) D. \(54ab\)
Question 20
\(13x+351=a(x+27)\) If the equation has infinitely many solutions, what is the value of \(a\)?
Question 21
\[6(7x)+5(9y)=234\]\[6(7x)-5(9y)=-486\]The solution is \((x,y)\). What is the value of \(7x+9y\)? A. \(-93\) B. \(-21\) C. \(51\) D. \(72\)
Question 22
Line \(k\) is shown in the \(xy\)-plane. Line \(n\) is perpendicular to \(k\) and passes through \((3,7)\). Which equation defines line \(n\)? A. \(y=-\frac{4}{3}x+3\) B. \(y=-\frac{4}{3}x+11\) C. \(y=\frac{4}{3}x+3\) D. \(y=\frac{4}{3}x+11\)