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DSAT Math | November 2026 Prediction | Question Bank — Preview 0 / 5 answered
1
Intermediate · B4 Algebra | Inequalities

A student needs at least 160 signatures from classmates to run for class president. The student collects 45 signatures on Monday and collects enough additional signatures on Tuesday to run for class president. Which inequality represents the number of additional signatures, s, that the student collects on Tuesday?

A

s + 45 ≤ 160

B

s + 45 ≥ 160

C

s − 45 ≤ 160

D

s − 45 ≥ 160

2
Intermediate · B4 Algebra | Inequalities

Zuri has a goal to run at least 16 miles per week while training for a race. This week, she has run 5 miles. If x represents the additional number of miles Zuri needs to run this week to meet her goal, which inequality represents this situation?

A

5 − x ≤ 16

B

5 + x ≤ 16

C

5 − x ≥ 16

D

5 + x ≥ 16

3
Intermediate · B5 Algebra | Inequalities

r > 0.07t

The given inequality describes the total rainfall r, in inches, in a certain area over a period of t hours, where t ≤ 4. Which of the following describes this rainfall?

A

An average rainfall of more than 0.07 inches per hour

B

An average rainfall of exactly 0.07 inches per hour

C

A total rainfall of exactly 4 inches

D

A total rainfall of more than 4 inches

4
Intermediate · B4 Algebra | Inequalities

A student needs at least 150 signatures from classmates to run for class president. The student collects 30 signatures on Monday and collects enough additional signatures on Tuesday to run for class president. Which inequality represents the number of additional signatures, s, that the student collects on Tuesday?

A

s + 30 ≤ 150

B

s + 30 ≥ 150

C

s − 30 ≤ 150

D

s − 30 ≥ 150

5
Hard · B7 Algebra | Inequalities

Student-produced response directions

  • If you find more than one correct answer, enter only one answer.

  • You can enter up to 5 characters for a positive answer and up to 6 characters (including the negative sign) for a negative answer.

  • If your answer is a fraction that doesn't fit in the provided space, enter the decimal equivalent.

  • If your answer is a decimal that doesn't fit in the provided space, enter it by truncating or rounding at the fourth digit.

  • If your answer is a mixed number (such as 3½), enter it as an improper fraction (7/2) or its decimal equivalent (3.5).

  • Don't enter symbols such as a percent sign, comma, or dollar sign.

Examples

Answer Acceptable ways to enter answer Unacceptable: will NOT receive credit
3.5 3.5
3.50
7/2
3½
3 1/2
⅔ 2/3
.6666
.6667
0.666
0.66
.66
0.67
In a set of four consecutive odd integers, where the integers are ordered from least to greatest, the first integer is represented by x. The product of 28 and the third odd integer in the set is at most the value of 50 less than the sum of the first and fourth odd integers in the set. What is the greatest possible value of x?
A

B

C
-7
D

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