Jemic Upper School Algebra 1 Summer Work 2024 PDF

Summary

This is a math practice assignment for Algebra 1 students. It is categorized by various mathematical topics like place value, operations on decimals and fractions, negative/positive numbers, and basic algebra equations designed for summer work. The problems are focused towards practical application.

Full Transcript

Entering Algebra I or Algebra I A JEMICY UPPER SCHOOL Math Summerwork 2024 - Independent Practice entering - ALGEBRA I...

Entering Algebra I or Algebra I A JEMICY UPPER SCHOOL Math Summerwork 2024 - Independent Practice entering - ALGEBRA I NAME: ____________________________________ The Independent Practice section of the Math Summerwork will be used as part of your first quiz grade when you return in the fall. In order to receive full credit for each problem, your work must be neat and organized and include all steps you used. Use Place Value with Mathematical Operations Solve each equation. 1. 12. 16 + 836. 47 = ? 2. 600. 5 − 26. 4 = ? 3. Combine these numbers 4. Combine these numbers 6000 + 20 +. 05 +. 0017 900 + 80 +. 7 +. 62 Evaluating Decimals, Fractions, and Percents Convert each. *your answer should be in simplest form Decimals Fractions Percents Questions 5 and 6.75 Questions 7 and 8 80% 22 of 25 Entering Algebra I or Algebra I A Identifying Common Factors and Multiples 9. Find the GCF of 18 and 24y 10. Find the LCM of 10 and 6 Simplifying Expressions - Including Negative and Positive Numbers Simplify each expression. 11. 2. 77 − (− 4. 2) 12. 3 + (− 1 ) *your answer should be in simplest form 7 4 13. − 5 4 *your answer should be in simplest form 14. *your answer should be in simplest form 3 23 of 25 Entering Algebra I or Algebra I A Using the Order of Operations Simplify each expression. 2 3 15. 40 − 12 ÷ (2 · 3) 16. 5 + (1 + 3 ) ÷ 4 Graphing on a Coordinate Plane 17. 𝐽(1, 4) 𝐾(4, 0) 𝐿(1, 1) 18. 𝐵(− 8, 4) 𝐶(9, 9) 𝐷(10, 2) 𝑀(2, 4) 𝑁(2, 0) 24 of 25 Entering Algebra I or Algebra I A Solving Equations to Identify the Value of a Variable 19. − (8 − 4𝑣) + 5 (8 + 2 𝑣) = 4 20. − 2(2 + 𝑘) = 4 (𝑘 − 7) 25 of 25

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