You Try--Simplify the expression to standard form:

\frac{16x+24y-3}{4}

CFS:

#1: Accurately rewrites expression as separate fractions

#2: Simplifies to standard form

Standard--Write the following expression in standard form.

\frac{5n}{8}+\frac{n+3}{6}

CFS:

#1: Accurately rewrites expression with common denominators

#2: Simplifies to standard form

Level 2--Simplify the expression to standard form:

\frac{15x+20y-15-3x+y}{3}

CFS:

#1: Accurately rewrites expression as separate fractions

#2: Simplifies to standard form

All Equivalent?--Which of the following expressions are equivalent to the original expression below?

Select all that apply.

\frac{9y-6x+12}{3}

CFS:

#1: Accurately rewrites expression as separate fractions

#2: Simplifies to standard form

Standard Form--Simplify the expression to standard form:

\frac{12x-6y+39}{6}

CFS:

#1: Accurately rewrites expression as separate fractions

#2: Simplifies to standard form

Standard Form--Simplify the expression to standard form:

\frac{8f-3z+12f-9z+3}{4}

For this problem, you can show work in your notebook instead of in Formative. Remember to type your answer to check if it is correct.

CFS:

#1: Accurately rewrites expression as separate fractions

#2: Simplifies to standard form

SPICY--Try if you have time.

Analyze--Student McStudentson said, "I can simplify this expression by collecting like terms".

Which step of his work is the first to show a mistake or misconception? Explain what the mistake is.

Original Expression: \frac{9x+11y-6}{4}

Step 1: \frac{9x}{4}+\frac{11y}{4}-\frac{6}{4}

Step 2: \frac{20xy}{4}-\frac{6}{4}

Step 3: 5xy-1\frac{1}{2}

"There is a mistake in step... because..."

Standard Form--Simplify the expression to standard form:

\frac{12x-20y+7}{2}

**You MUST SYW in Formative for full credit**

CFS:

#1: Accurately rewrites expression as separate fractions

#2: Simplifies to standard form