Log in
Sign up for FREE
arrow_back
Library

C4U #2 Lesson 5G - Simplifying Complex Fractions & Solving Algebraic Equations with Fractional Coefficients (Thursday, 2/29 or Friday, 3/1) 23-24

star
star
star
star
star
Last updated about 2 years ago
21 questions

Find the quotient by simplifying the given complex fractions.

Re-Write the problem using the following division symbol:



Cross Cancel where possible.

Work is Required as it was modeled in the examples in the notes & example shown to the right.

2
Question 1
1.

Show work

1
Question 2
2.

Enter the quotient for this problem.

2
Question 3
3.

Show work

1
Question 4
4.

Enter the quotient for this problem.

2
Question 5
5.

Show work

1
Question 6
6.

Enter the quotient for this problem.

2
Question 7
7.

Show work

1
Question 8
8.

Enter the quotient for this problem.

Solve the Algebraic Equation using Inverse Operations on BOTH sides of the equation.

Solve for n algebraically.



Enter solution in Equation Form


3
Question 9
9.

Show the algebra work

1
Question 10
10.

Enter the solution in equation form.

Solve for y algebraically.


Enter solution in Equation Form

3
Question 11
11.

Show the algebra work

1
Question 12
12.

Enter the solution in equation form.

Solve for r algebraically.



Enter solution in Equation Form

3
Question 13
13.

Show the algebra work

1
Question 14
14.

Enter the solution in equation form.

Use the information below to answer the prompts.

Jeff runs 24 miles each week, which is 7/8 of the number of miles Alex runs each week.

3
Question 15
15.

Determine how many miles Alex ran each week.

1
Question 16
16.

Enter the algebraic equation you set up to find the # of miles Alex ran each week.
  • Use a for the variable

1
Question 17
17.
Alex runs _______ miles each week.

Solve the 2-Step Algebraic Equations.

Show INVERSE OPS on BOTH sides of the Equation.

1
Question 18
18.

1
Question 19
19.

Enter the solution for this problem in equation form.

1
1
Question 21
21.

Enter the solution for this problem in equation form.

Question 20
20.