\Qquad\Begin{Aligned} 0.1(0.5M+6)&=2\\\\ \\ 0.5M+6&=20&\Green{\Text{Step } 1}\\\\ \\ 0.5M&=14&\Blue{\Text{Step } 2}\\\\ \\ M&=7&\Purple{\Text{Step } 3}\\\\ \End{Aligned}. (a) step 1 (b) step 2 (c) step 3. To identify jamie's mistake in solving the equation 52 n+7=12, we can analyze the steps together.
Solve 1 2/3 (1 = 3/3) Subtraction of Fractions Class 6 from www.teachoo.com
To identify jamie's mistake in solving the equation 52 n+7=12, we can analyze the steps together. So, step 1 is correct. 0.1 (0.5m+6)=2 0.5m+6=20, step 1 0.5m=14, step 2 m=7, step 3 find gabi's mistake.
Learning Math Takes Practice, Lots Of Practice.
Just like running, it takes practice and dedication. However, gabi incorrectly calculated 2 ÷ 0.1 as 20. So, step 1 is correct.
In Conclusion, Jamie's Error Lies In Step 2 Where She Incorrectly Solved.
To identify jamie's mistake in solving the equation 52 n+7=12, we can analyze the steps together. Gabi tried to solve an equation step by step. To isolate the term inside the parentheses, gabi divided both sides by 0.1.
Gabi Tried To Solve An Equation Step By Step.
0.1(0.5 m+6)=2 0.5 m+6=20quad step 1 0.5 m=14quad step 2 m=7quad step 3 find gabi's. Click here to get an answer to your question: The original equation is 0.1(0.5m+6)=2.
Gabi Tried To Solve An Equation Step By Step.
(a) step 1 (b) step 2 (c) step 3. Gabi's mistake is in step 1, where she mistakenly claims that. 0.1 (0.5m+6)=2 0.5m+6=20, step 1 0.5m=14, step 2 m=7, step 3 find gabi's mistake.