Ask Question
15 March, 20:15

Complete the following proof.

Given: 200 = 4m + 18 - 2m

Prove: m = 91

1. 200 = 4m + 18 - 2m Given

2. 200 = 2m + 18 Combine like terms

3. 182 = 2m Addition Property

4. 91 = m Division Property

5. m = 91 Symmetric Property

I think this is correct, but I just want to double check

+4
Answers (1)
  1. 15 March, 20:33
    0
    Your answer is correct since you followed the steps:1. 200 = 4m + 18 - 2m is the given equation

    2. 200 = 2m + 18 combine like terms  200 - 18 = 2m

    3. 182 = 2m Addition Property  182 = 2m

    4. 91 = m Division Property  182 : 2 = 2m : 2

    5. m = 91 Symmetric Property
Know the Answer?
Not Sure About the Answer?
Find an answer to your question 👍 “Complete the following proof. Given: 200 = 4m + 18 - 2m Prove: m = 91 1. 200 = 4m + 18 - 2m Given 2. 200 = 2m + 18 Combine like terms 3. ...” in 📗 Mathematics if the answers seem to be not correct or there’s no answer. Try a smart search to find answers to similar questions.
Search for Other Answers