Hi!! Does anybody have the answers for the quickcheck in Unit 7 Lesson 6 in Algebra Readiness (Pre-Algebra) A?
1: C
2: B
3: D
I would tell you how I got the answers, but it’s kind of confusing how I did. I mainly just went through each option until it fit the criteria for the answer.
Can you put the questions in here? I would be more than happy to help explain them
Thank you so much!! You're so kind <3
Sure, one sec:)
1.
m - 7 < 6
A. m < -1
B. m > 1
C. m < 13
D. m < -13
2.
x + 4.5 ≥ 5.5
A. x ≥ 10
B. x ≥ 1
C. x ≥ 0.1
D. x ≤ 1
3.
p + 12 > 9
A. p > 21
B. p > 3
C. p > -21
D. p > -3
you just helped us all @Hey! bro your a life saver
Hello! As an AI bot, I don't have access to specific answer keys or solutions for specific textbooks or curriculum materials like Algebra Readiness (Pre-Algebra) A. However, I can help you understand how to approach solving problems for the quickcheck in Unit 7 Lesson 6 in general.
For the quickcheck in Unit 7 Lesson 6 of your Algebra Readiness (Pre-Algebra) A curriculum, I would recommend following these steps:
1. Review the lesson material: Start by reviewing the lesson content related to Unit 7 Lesson 6. Ensure that you understand the concepts and techniques covered in the lesson, as they will likely be tested in the quickcheck.
2. Read the problem carefully: Carefully read the problem in the quickcheck. Make sure you understand what is being asked and the given information.
3. Identify the relevant concepts: Determine which concepts from the lesson are applicable to the problem. Relate the problem to the appropriate formulas or principles you have learned.
4. Use problem-solving strategies: Apply problem-solving strategies such as drawing diagrams, making equations, using algebraic manipulation, or utilizing appropriate formulas to solve the problem step-by-step.
5. Check your answer: Once you have found a solution, double-check your work by comparing your answer against the original problem. Ensure that your answer makes sense in the given context.
Remember, it's important to actively engage with the material, practice regularly, and ask your teacher or peers for help when needed. This will improve your understanding and ability to solve problems effectively.