Question
Complete the following stepped out solution to show that -7+[(8×m)×1/8]+7 is equivalent to m?
Answers
GPT 3.5
To show that -7+[(8×m)×1/8]+7 is equivalent to m, let's simplify the expression step by step:
1. Distribute the multiplication inside the brackets:
-7 + (8 × m × 1/8) + 7
-7 + (8m × 1/8) + 7
2. Simplify the multiplication:
-7 + (m) + 7
3. Combine like terms:
-7 + 7 + m
4. Simplify:
0 + m
5. Remove the unnecessary zero:
m
Therefore, -7+[(8×m)×1/8]+7 is indeed equivalent to m.
1. Distribute the multiplication inside the brackets:
-7 + (8 × m × 1/8) + 7
-7 + (8m × 1/8) + 7
2. Simplify the multiplication:
-7 + (m) + 7
3. Combine like terms:
-7 + 7 + m
4. Simplify:
0 + m
5. Remove the unnecessary zero:
m
Therefore, -7+[(8×m)×1/8]+7 is indeed equivalent to m.
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