Add and subtract expressions with letters

Grade 7 Math Worksheet

NameDate

Circle the best answer, or write your answer on the line.

  1. The math bell rings, and Milo grabs the puzzle. How would Milo write (4x − 5) + (2x + 3) with as few terms as possible?

  2. Pia wears a crown for the puzzle of the day. How would Pia write (5x + 2) + (-3x − 6) with as few terms as possible?

  3. Tala finds a puzzle in the mailbox, folded in three. How would Tala write (3x − 4) − (x − 6) with as few terms as possible?

  4. It rains, so Ari does the puzzle under an umbrella. How would Ari write (4x − 1) − (-2x + 6) with as few terms as possible?

  5. Bo solves a puzzle in the sun. Bo must subtract (2x − 3) from (7x + 1). What is the result, with as few terms as possible?

  6. Esme turns on a lamp for the late puzzle. Esme must subtract (x + 5) from (4x − 2). What is the result, with as few terms as possible?

  7. Jun reads a puzzle painted on a castle wall. Jun must subtract (3x − 2) from (-x + 8). What is the result, with as few terms as possible?

  8. Kira reads a puzzle by flashlight in a tent. Which expression is equal to (5x + 4) − (2x − 3)?

    • 7x + 1
    • 10x
    • 3x + 1
    • 3x + 7
  9. Luz solves a puzzle on the bus, bumps and all. Which expression is equal to (7x − 2) − (3x + 5)?

    • -3x
    • 4x + 3
    • 4x − 7
    • 10x + 3
  10. Each star scores x points; each puddle costs 1 point. Round 1: 6 stars, 2 puddles. Round 2: 3 stars, 4 puddles. What is Pia's total, with as few terms as possible?

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Add and subtract expressions with letters

Answer Key - Grade 7 Math Worksheet

Circle the best answer, or write your answer on the line.

  1. The math bell rings, and Milo grabs the puzzle. How would Milo write (4x − 5) + (2x + 3) with as few terms as possible?

    6x − 2
  2. Pia wears a crown for the puzzle of the day. How would Pia write (5x + 2) + (-3x − 6) with as few terms as possible?

    2x − 4
  3. Tala finds a puzzle in the mailbox, folded in three. How would Tala write (3x − 4) − (x − 6) with as few terms as possible?

    2x + 2
  4. It rains, so Ari does the puzzle under an umbrella. How would Ari write (4x − 1) − (-2x + 6) with as few terms as possible?

    6x − 7
  5. Bo solves a puzzle in the sun. Bo must subtract (2x − 3) from (7x + 1). What is the result, with as few terms as possible?

    5x + 4
  6. Esme turns on a lamp for the late puzzle. Esme must subtract (x + 5) from (4x − 2). What is the result, with as few terms as possible?

    3x − 7
  7. Jun reads a puzzle painted on a castle wall. Jun must subtract (3x − 2) from (-x + 8). What is the result, with as few terms as possible?

    -4x + 10
  8. Kira reads a puzzle by flashlight in a tent. Which expression is equal to (5x + 4) − (2x − 3)?

    • 7x + 1
    • 10x
    • 3x + 1
    • 3x + 7
  9. Luz solves a puzzle on the bus, bumps and all. Which expression is equal to (7x − 2) − (3x + 5)?

    • -3x
    • 4x + 3
    • 4x − 7
    • 10x + 3
  10. Each star scores x points; each puddle costs 1 point. Round 1: 6 stars, 2 puddles. Round 2: 3 stars, 4 puddles. What is Pia's total, with as few terms as possible?

    9x − 6