# What is 11% of $333? ##### 1 Answer Write your answer here... Start with a one sentence answer Then teach the underlying concepts Don't copy without citing sources preview ? #### Answer Write a one sentence answer... #### Answer: #### Explanation Explain in detail... #### Explanation: I want someone to double check my answer Describe your changes (optional) 200 2 May 27, 2018 #### Answer: $36.63$#### Explanation: Turn the phrase into an equation and solve it. Here are a couple words that will help turn this into an equation: 1. "Is" means "equals", so wherever you see "is", use a $=$sign. 2. "Of" means "multiplication", so use a $\times$sign when you see that word. 3. 11% is the same as $\frac{11}{100}$as a fraction, or $0.11$as a decimal. I'm going to use the fraction form in the equation. 4. Use variables for the things you do not know. I will use the variable $x$. $\stackrel{x}{\overbrace{\text{What"stackrel(=)overbrace"is"stackrel(11/100)overbrace"11%"stackrel(xx)overbrace"of"stackrel(333)overbrace"333}}}$$x = \frac{11}{100} \times 333$Now solve the equation: $x = \frac{11}{100} \times \frac{333}{1}$$x = \frac{11 \left(333\right)}{100 \left(1\right)}$$x = \frac{3663}{100}$$x = 36.63$$36.63$is 11% of $333\$.

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