Question

use the fraction and exponent templates from the math palette (or use the associated keyboard shortcuts) to enter \\(\frac{x^2}{3}\\) into the answer box. enter \\(\frac{}{3}\\) here. complete: the exponent 2 is right next to the x inside the fraction. if the exponent is outside the fraction, your answer may look similar but will be evaluated differently. you will know your cursor is inside the fraction when the blue box for the fraction template displays. you can tell the exponent is inside the fraction when the fraction bar is extended to display beneath the 2, like in the fraction shown above. caution! always be sure to delete any unused templates from the answer box before clicking \check answer\. for your answer to be complete, all the blue boxes within each template must be filled in. select the problem(s) below that show answers that are complete, meaning that they do not contain any empty blue boxes from a template. select all answers that are complete. a \\((2, -4)\\) b \\(\frac{1}{x - 5}\\) c \\(3x^2 + 4y^3\\) d \\(sqrt{25}\\) e none of the above answers are complete. many problems require you to enter a number or expression in an answer box using...

Explanation:

Step1: Identify the expression to enter

The expression to enter is \(\frac{x^2}{3}\). We need to use the fraction and exponent templates (or keyboard shortcuts) to input this into the answer box.

Step2: Input the numerator

First, for the numerator, we have \(x^2\). Using the exponent template (or the shortcut for exponentiation), we represent \(x\) raised to the power of 2 as \(x^2\).

Step3: Input the denominator

For the denominator, we have 3. Using the fraction template, we place 3 in the denominator part of the fraction. Combining the numerator \(x^2\) and the denominator 3, we get the fraction \(\frac{x^2}{3}\).

Answer:

\(\frac{x^2}{3}\)