SAT, October 2026 North America Form A, Math module 2.
Question 1
SAT · Math · sat-math
A savings account is opened with an initial deposit of \(\$6{,}000\). The amount in the account after \(t\) years is \(f(t)=6{,}000(1.01)^{2t}\). Which statement best interprets \(f(5)\approx6{,}627.73\)? A. Five years after the initial deposit, the amount in the account is approximately \(\$6{,}627.73\). B. Every five years, the amount in the account increases by approximately \(\$6{,}627.73\). C. Five years after the initial deposit, the amount in the account has increased by approximately \(\$6{,}627.73\). D. Every five years, the amount in the account decreases by approximately \(\$6{,}627.73\).
Question 2
SAT · Math · sat-math
The table shows values for \(y=6(2)^x+5\). In the table, \(a\) is a constant. What is \(a\)? \(x\) \(y\) 1 17 2 29 3 \(a\) A. 101 B. 53 C. 48 D. 41
Question 3
SAT · Math · sat-math
For the linear function \(f(x)=6x+b\), \(b\) is a constant and \(f(1)=17\). What is \(b\)?
Question 4
SAT · Math · sat-math
Triangle ABC is similar to triangle XYZ, where A, B, and C correspond to X, Y, and Z. In triangle ABC, \(AB=150\) and \(BC=750\). In triangle XYZ, \(YZ=90\). What is \(XY\)? A. 18 B. 90 C. 168 D. 270
Question 5
SAT · Math · sat-math
\(x^2=49\) How many distinct real solutions does the equation have? A. Zero B. Exactly one C. Exactly two D. Infinitely many
Question 6
SAT · Math · sat-math
A length of 590 meters is equal to how many decimeters? (1 meter = 10 decimeters)
Question 7
SAT · Math · sat-math
One factor of \(2x^3+42x^2+216x\) is \(x+b\), where \(b\) is a positive constant. What is the smallest possible value of \(b\)?
Question 8
SAT · Math · sat-math
The function \(f(x)=2(19)x+2(6)x+2(19)(6)\) gives the surface area, in square inches, of a rectangular prism with height \(x\). What does \((19)(6)\) represent? A. The height of the prism, in inches B. The length of the base, in inches C. The area of the base, in square inches D. Half the area of one lateral face, in square inches
Question 9
SAT · Math · sat-math
\(f(x)=22(2)^{x/4}\) Which table gives four values of \(x\) and their corresponding values of \(f(x)\)? A. -4 0 4 8 \(x\) -4 0 4 8 \(y\) 11 0 44 88 B. -4 0 4 8 \(x\) -4 0 4 8 \(y\) 11 22 44 88 C. -4 0 0 4 \(x\) -4 0 0 4 \(y\) -11 22 44 88 D. -4 0 4 8 \(x\) -4 0 4 8 \(y\) 11 22 44 66
Question 10
SAT · Math · sat-math
A circle has a diameter with endpoints \((3,6)\) and \((15,16)\). Which equation represents the circle? A. \((x+9)^2+(y+11)^2=244\) B. \((x-9)^2+(y-11)^2=244\) C. \((x+9)^2+(y+11)^2=61\) D. \((x-9)^2+(y-11)^2=61\)
Question 11
SAT · Math · sat-math
\(\frac{|6x-36|+6}{9}=4\) What is the sum of the solutions? A. 1 B. 11 C. 12 D. 36
Question 12
SAT · Math · sat-math
An organization sells fundraiser tickets for \(\$50\) per person. Its expenses are \(\$600\) for rental space and \(\$18\) per person for food. It wants to earn at least \(\$1{,}400\) after expenses. What is the minimum number of tickets it must sell? A. 28 B. 40 C. 44 D. 63
Question 13
SAT · Math · sat-math
If \(4(2x-0.6)+x=0.25+0.3x\), what is the value of \(870x\)?
Question 14
SAT · Math · sat-math
The graph of \(y=h(x-26)\) is shown. Which equation defines \(h\)? A. \(h(x)=5x-128\) B. \(h(x)=5x-24\) C. \(h(x)=5x+28\) D. \(h(x)=5x+132\)
Question 15
SAT · Math · sat-math
Line \(p\) is defined by \(2y+14x=5\). Line \(r\) is perpendicular to line \(p\). What is the slope of line \(r\)? A. \(7\) B. \(\frac{1}{7}\) C. \(-\frac{1}{7}\) D. \(-7\)
Question 16
SAT · Math · sat-math
To investigate the effect of magnesium supplementation on adults' sleep quality, 180 randomly selected adults were randomly assigned to take a magnesium supplement or a placebo daily for 6 weeks. Which feature allowed the researcher to conclude that the supplement caused the improvement? A. There were more than 100 participants. B. The participants were selected at random from the community center. C. Sleep efficiency was measured again after 6 weeks. D. Each participant was randomly assigned to take a magnesium supplement or a placebo.
Question 17
SAT · Math · sat-math
\[y=-8x+23\]\[y=2x^2+13\]The graphs intersect at \((a,b)\). What is a possible value of \(a\)? A. \(-5\) B. \(-1\) C. \(2\) D. \(5\)
Question 18
SAT · Math · sat-math
One factor of \(3x^3+60x^2+297x\) is \(x+b\), where \(b\) is positive. What is the smallest possible value of \(b\)?
Question 19
SAT · Math · sat-math
In the right triangle shown, \(4r>15s\). Which value must be greatest? A. \(\sin(r^\circ)\) B. \(\cos(r^\circ)\) C. \(\frac{\sin(r^\circ)}{\sin(s^\circ)}\) D. \(\frac{\sin(r^\circ)}{\cos(s^\circ)}\)
Question 20
SAT · Math · sat-math
A hollow steel pipe is a right circular cylinder with outside diameter \(60\) inches, wall thickness \(\frac{3}{8}\) inch, and height \(132\) inches. Which is closest to the volume, in cubic inches, of the pipe wall? A. 58 B. 311 C. 1,485 D. 9,272
Question 21
SAT · Math · sat-math
\(x^2+\sqrt{k-3}\,x+33=0\) The equation has exactly one real solution. What is \(k\)? A. 135 B. 132 C. 129 D. 36
Question 22
SAT · Math · sat-math
In right triangle ABC, angle B is a right angle and \(BC=3\). If \((\cos A)^2=\frac{77}{81}\), what is \(AC\)?