STAAR IA Spring 2025 Reporting Category 2 Q2-20

Computations and Algebraic Relationships

From the Spring STAAR Interim 2025 Questions 1 - 20

Multiple Choice

Q2) What is the value of x of the equation modeled in the figure?

• -8

• -1

• 2

• 12

Fill in the Blank

Q4) Carmen is making smoothies.

She uses 8.5 ounces of yogurt, 16 ounces of fruit, 4.5 ounces of ice, and 1 ounce of honey.

After the smoothie is blended, she divides it into 4 equal servings.

How many ounces are in each serving of smoothie?

.

Multiple Choice

Q10) Maggie rode her bike at a constant rate of 0.05 mile per minute.

Which equation represents the number of miles she had ridden, m, after t minutes?

• t = 0.05m

• m = 0.05t

• t = 0.05 + m

• m = 0.05 + t

Multiple Choice

Q14) A train traveling at a constant rate of speed traveled a distance of 84 kilometers in 3 hours.

How far in kilometers did the train travel in 45 minutes?

• 28 km

• 45 km

• 12.6 km

• Not here

Multiple Choice

Q16) Based on the information in the table, which equation can be used to model the relationship between x and y?

• y = -40x

• y = -40x + 205

• y = -40x + 45

• y = 40x

Multiple Choice

Q17) Which situation can be represented by the equation 7x + 20 = 300

• Maggie purchased 20 games last year through a gaming account. She also paid a $7 annual fee. How much did each game cost, x, if she paid a total of $300?

• Jade signed up for 7 weeks of art classes and used a coupon for $20 off. How much did each week of classes cost, x, if she paid a total of $300?

• Jade paid $20 to sign up for art classes and paid $7 each week she attended art classes. She spent a total of $300. How many weeks, x, of art classes did she attend?

Dropdown

Q20) What is the solution for each equation?

3x + 8 + x = 28

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Select answer

6 - 3x = 21

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Select answer