SAT Math: Advanced Math

Question 1

SAT (Digital)APExam Style

1 mark

Solve for $x$ : $x - 4 = 6$

Question 2

SAT (Digital)APExam Style

1 mark

Solve for $y$ : $5y = 25$

Question 3

SAT (Digital)APExam Style

1 mark

Solve for $z$ : $3z = 36$

Question 4

SAT (Digital)APExam Style

1 mark

Solve for $x$ : $2(x + 3) = 10$

Question 5

SAT (Digital)APExam Style

1 mark

Solve for $z$ : $3(z + 1) = 6z - 9$

Question 6

SAT (Digital)APExam Style

1 mark

Solve for $b$ : $7b = 49$

Question 7

SAT (Digital)APExam Style

1 mark

Solve for $x$ : $4x - 7 = 13$

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Question 8

SAT (Digital)APExam Style

1 mark

Solve for $a$ : $a - 3 = 7$

Question 9

SAT (Digital)APExam Style

1 mark

Solve for $z$ : $z + 4z = 20$

Question 10

SAT (Digital)APExam Style

1 mark

Solve for $y$ : $5y + 2 = 32$

SAT Math: Advanced Math

Question 1

SAT (Digital)APExam Style

1 mark

Solve for $x$ : $x - 4 = 6$

Question 2

SAT (Digital)APExam Style

1 mark

Solve for $y$ : $5y = 25$

Question 3

SAT (Digital)APExam Style

1 mark

Solve for $z$ : $3z = 36$

Question 4

SAT (Digital)APExam Style

1 mark

Solve for $x$ : $2(x + 3) = 10$

Question 5

SAT (Digital)APExam Style

1 mark

Solve for $z$ : $3(z + 1) = 6z - 9$

Question 6

SAT (Digital)APExam Style

1 mark

Solve for $b$ : $7b = 49$

Question 7

SAT (Digital)APExam Style

1 mark

Solve for $x$ : $4x - 7 = 13$

How are we doing?

Give us your feedback and let us know how we can improve

Question 8

SAT (Digital)APExam Style

1 mark

Solve for $a$ : $a - 3 = 7$

Question 9

SAT (Digital)APExam Style

1 mark

Solve for $z$ : $z + 4z = 20$

Question 10

SAT (Digital)APExam Style

1 mark

Solve for $y$ : $5y + 2 = 32$