Math Power Up Worksheet Math Fluency Power-Up
Student Practice Sheet • Interim Prep
Goal: 8 Minutes
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Name
Date
Set A: The Number System (Rational Fluency)
\( -8 + 12 = \)
\( -5 \times -4 = \)
\( | -15 | = \)
\( -10 - (-3) = \)
\( \frac{1}{4} = \) (decimal)
\( 0.6 = \) (fraction)
\( -20 \div 5 = \)
\( -3 + (-7) = \)
Set B: Proportional Power
If 3 apples cost \(\$1.50\), find the unit rate (price per apple).
In the equation \(y = 5x\), what is the constant \(k\)?
A car travels 100 miles in 2 hours. What is its speed in MPH?
Does a proportional relationship always pass through \((0,0)\)?
Find an equivalent ratio to \(2:3\).
Is \(y = 2x + 1\) proportional? (Yes/No)
Fluency Part II
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Set C: Expressions & Equations
15. Simplify \(4x + 2x - 5\)
16. Distribute \(3(x + 4)\)
17. Solve for \(x\) \(x + 10 = 2\)
18. Solve for \(x\) \(5x = 40\)
19. Solve for \(x\) \(2x - 1 = 9\)
20. Identify Coefficient \(12y - 4\)
Set D: Percent Precision
21. 10% of $60.00
22. 50% of 120
23. 20% off $20
24. 100% of 45
25. Dec 0.08 to %
26. 100% of $0
Lightning Vocab Challenge
Result of Multiplication
Result of Addition
Result of Division
Letter representing a number
"Perfect practice makes perfect."
Math Interim Practice Booklet Uncommon
Schools
NY Grade 7 Math
Interim Practice Assessment
Spring 2026
Student Name
Homeroom
School
© 2026 Lenny Learning Academy. All rights reserved.
Session 1 & 2
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Tips for Taking the Test
Here are some suggestions to help you do your best:
Read each question carefully and think about the answer before making your choice or writing your response.
You have been provided with mathematics tools (a ruler, a protractor, and a calculator) and a reference sheet to use during the test. It is up to you to decide when each tool and the reference sheet will be helpful.
For open-ended questions, be sure to show your work when asked. Partial credit may be given for correct work even if the final answer is incorrect.
Make sure your answers are clearly marked. If you change an answer, be sure to erase your first mark completely.
Grade 7 Practice
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For questions 1–5, please write your answers and show your work in the boxes provided.
A local bakery uses \(3\frac{1}{2}\) cups of flour to make 14 muffins. At this rate, how many cups of flour are needed to make 60 muffins?
Show your work.
Answer:
cups
Leo bought 4 notebooks for \(\$2.50\) each and 3 packs of pens. He spent a total of \(\$22.75\) before tax. Write and solve an equation to find the cost of one pack of pens.
Show your work.
Answer: $
Grade 7 Practice
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The table below shows the relationship between the time an electric car charges and the distance it can travel.
Time Charged (hours), \(x\) Distance (miles), \(y\) 2 48 5 120 8 192
Does this table represent a proportional relationship? If so, state the constant of proportionality and write an equation to represent the relationship.
Show your work.
Constant of Proportionality:
Equation:
Grade 7 Practice
Page 5 of 10
The graph below shows the total cost, \(y\), for \(x\) gallons of gas at a gas station.
Gallons (x) Cost (y) 0 2 4 6 6.40 12.80 19.20 (4, 12.80)
What does the point \((4, 12.80)\) represent in the context of the problem?
Grade 7 Practice
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The side lengths of a rectangle are represented by the expressions below:
Length: \(2x + 5\)
Width: \(3x - 2\)
Part A
Write an expression in simplest form that represents the perimeter of the rectangle.
Part B
Find the actual perimeter of the rectangle if \(x = 4\) centimeters.
Show your work.
Answer:
cm
Book 1
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For questions 6–15, choose the correct answer for each question.
Evaluate: \(-4.5 - (-1.2) + 3\frac{1}{4}\)
A \(-6.55\)
B \(-0.05\)
C \(0.05\)
D \(8.95\)
A submarine is at 250 feet below sea level. It descends another 75 feet. Which expression represents its final elevation?
A \(-250 + 75\)
B \(-250 - 75\)
C \(250 - 75\)
D \(250 + 75\)
A school population of 400 increased by 15%. How many students attend now?
A 60
B 340
C 415
D 460
Which equation represents a proportional relationship?
A \(y = 3x + 2\)
B \(y = \frac{1}{2}x - 5\)
C \(y = 4.5x\)
D \(y = x^2\)
Grade 7 Practice
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Solve the equation: \(3(x - 4) = 15\)
A \(x = 1\)
B \(x = 9\)
C \(x = 19\)
D \(x = 27\)
A recipe uses \(\frac{2}{3}\) cup sugar per \(\frac{1}{2}\) tbsp vanilla. Sugar for 1 tbsp vanilla?
A \(\frac{1}{3}\)
B \(\frac{3}{4}\)
C \(1\frac{1}{6}\)
D \(1\frac{1}{3}\)
Which is equivalent to \(-2(3x - 5) + 4x\)?
A \(-2x - 10\)
B \(-2x + 10\)
C \(10x - 10\)
D \(10x + 10\)
Evaluate: \(-\frac{3}{8} \div (\frac{1}{4} - \frac{1}{2})\)
A \(-\frac{3}{16}\)
B \(\frac{3}{32}\)
C \(1\frac{1}{2}\)
D \(3\)
Grade 7 Practice
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Shoes are 25% off the original price of \(\$64.00\). What is the sale price?
A \(\$16.00\)
B \(\$39.00\)
C \(\$48.00\)
D \(\$80.00\)
Marcus has \(\$50\). Admission is \(\$12\), ride tickets are \(\$2.50\). Which inequality shows max tickets, \(t\)?
A \(12t + 2.50 \leq 50\)
B \(12 + 2.50t \leq 50\)
C \(12t + 2.50 \geq 50\)
D \(12 + 2.50t \geq 50\)
STOP
You have come to the end of the Practice Test.
Grade 7 Math Page 10 of 10
Math Practice Answer Key Teacher Answer Key
Grade 7 Math Interim Practice
Spring 2026
Assessment Summary
Question(s) Type Domain Standard 1, 3, 4, 8, 9, 11, 14 RP / Mixed Ratios & Proportional Relationships 7.RP.1, 7.RP.2, 7.RP.3 2, 5, 10, 12, 15 EE / Mixed Expressions & Equations 7.EE.1, 7.EE.4 6, 7, 13 NS / MC The Number System 7.NS.1, 7.NS.3
Book 2: Open-Ended Response Key
Question 1 2 Points
Correct Answer: 15 cups
Sample Work:
Unit rate: \(3.5 \text{ cups} \div 14 \text{ muffins} = 0.25 \text{ cups/muffin}\)
\(0.25 \times 60 \text{ muffins} = 15 \text{ cups}\)
Common Error: Multiplying 3.5 by 60 first without finding the unit rate, or using the reciprocal unit rate (4 muffins/cup).
Question 2 2 Points
Correct Answer: $4.25
Sample Work:
Equation: \(4(2.50) + 3p = 22.75\)
\(10 + 3p = 22.75\)
\(3p = 12.75 \Rightarrow p = 4.25\)
Answer Key continued
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Question 3 2 Points
Correct Answer: Yes, k = 24, y = 24x
Explanation:
Check ratios of \(\frac{y}{x}\): \(48/2 = 24\), \(120/5 = 24\), \(192/8 = 24\). Since the ratio is constant, it is proportional.
Question 4 1 Point
Example Response:
"The point \((4, 12.80)\) means that it costs \(\$12.80\) to purchase \(4\) gallons of gas."
Student must identify both values (4 gallons and $12.80) and their relationship correctly.
Question 5 3 Points
Correct Answers: Part A: \(10x + 6\); Part B: \(46\) cm
Sample Work:
Part A: \(2[(2x + 5) + (3x - 2)] = 2(5x + 3) = 10x + 6\)
Part B: \(10(4) + 6 = 40 + 6 = 46\)
Book 1: Multiple Choice Key
B
Rational operations error check: adding 1.2 instead of subtracting -1.2 leads to C.
B
Subsurface elevation is negative; descending is subtraction.
D
Increase of 15%: \(400 + (400 \times 0.15) = 460\). Option A is only the increase.
Math Drill Prep Guide Math Drill Power-Up
Teacher Facilitation Guide • Grade 7 Interim Prep
Target Units:
RP, EE, NS
How to Run the Drill
Fast-Paced: Read questions clearly. Give students 3–5 seconds to respond.
Cold Call: Use this for individual accountability or "Choral Response" for fluency.
Error Correction: If a student misses one, have the whole class repeat the correct answer.
Round 1: The Number System (Mental Math)
Teacher Question Correct Response What is \(-8 + 12\)? 4 What is \(-5 \times -4\)? 20 What is the absolute value of \(-15\)? 15 Evaluate: \(-10 - (-3)\). -7 Convert \(\frac{1}{4}\) to a decimal. 0.25 Convert \(0.6\) to a simplified fraction. 3/5
Round 2: Ratios & Proportions
Teacher Question Correct Response If 3 apples cost \(\$1.50\), what is the unit rate? $0.50 per apple Does a proportional graph pass through the origin? Yes (0,0) In the equation \(y = 5x\), what is the constant of proportionality? 5 A car travels 100 miles in 2 hours. What is its speed in MPH? 50 MPH If a ratio is \(2:3\), find an equivalent ratio. 4:6 (Accept others) Is \(y = 2x + 1\) proportional? Why not? No (y-intercept not 0)
Math Drill Power-Up (Cont.)
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Round 3: Expressions & Equations
Teacher Question Correct Response Simplify: \(4x + 2x - 5\). 6x - 5 Distribute: \(3(x + 4)\). 3x + 12 Solve for \(x\): \(x + 10 = 2\). x = -8 Solve for \(x\): \(5x = 40\). x = 8 Solve for \(x\): \(2x - 1 = 9\). x = 5 What is the coefficient in the expression \(12y - 4\)?
