MRY Ch 1.2D Solving Linear Multistep equations (24pts)

Instructions

Below are some notes for reference followed by a video on solving multi-step equations.  
There are questions at the end of the video.
This is a review on concepts you have already learned but with some more difficult problems for you to tackle.
Reach out if you need help with anything.

1

Solve for m.
11m - 8 - 6m = 22

1

Questions 4-9 | 02:45

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Questions 4-9

02:45

1

2

1

Explain: How would you solve the equation? Place the steps below in the correct order.

Subtract 1.3 from both sides of the equation.
Divide each side of the equation by 0.5.

3

Explain: How would you solve the equation? Place the steps below in the correct order.

Divide each side of the equation by 7.
Add 4 to each side of the equation.
Divide each side of the equation by 3.

2

Explain: How would you solve the equation? Place the steps below in the correct order.

Add 4 to each side of the equation.
Multiply each side of the equation by -9/2. (This is equivalent to dividing each side of the equation by -2/9.)

1

Reasoning: Ben correctly solves the equation by first dividing each side by 5.
Amelia correctly solves the same equation by first using the Distributive Property.

Whose method do you prefer?

2

MRY Ch 1.2D Solving Linear Multistep equations (24pts)

Solve for m.
11m - 8 - 6m = 22

Explain: How would you solve the equation? Place the steps below in the correct order.

Explain: How would you solve the equation? Place the steps below in the correct order.

Explain: How would you solve the equation? Place the steps below in the correct order.

Reasoning: Ben correctly solves the equation by first dividing each side by 5.
Amelia correctly solves the same equation by first using the Distributive Property.

Whose method do you prefer?

Reflection: Math Success

Solve for m.
11m - 8 - 6m = 22

Solve for x

Solve for k

Solve for x

Solve for m

Solve for m
(reduce your fraction)

Explain: How would you solve the equation? Place the steps below in the correct order.

Explain: How would you solve the equation? Place the steps below in the correct order.

Explain: How would you solve the equation? Place the steps below in the correct order.

Reasoning: Ben correctly solves the equation by first dividing each side by 5.
Amelia correctly solves the same equation by first using the Distributive Property.

Whose method do you prefer?

Reflection: Math Success

Solve for x

Solve for k

Solve for x

Solve for m

Solve for m
(reduce your fraction)

MRY Ch 1.2D Solving Linear Multistep equations (24pts)

MRY Ch 1.2D Solving Linear Multistep equations (24pts)

Solve for m.11m - 8 - 6m = 22

Explain: How would you solve the equation? Place the steps below in the correct order.

Explain: How would you solve the equation? Place the steps below in the correct order.

Explain: How would you solve the equation? Place the steps below in the correct order.

Reasoning: Ben correctly solves the equation by first dividing each side by 5. Amelia correctly solves the same equation by first using the Distributive Property. Whose method do you prefer?

Reflection: Math Success

Solve for m.11m - 8 - 6m = 22

Explain: How would you solve the equation? Place the steps below in the correct order.

Explain: How would you solve the equation? Place the steps below in the correct order.

Explain: How would you solve the equation? Place the steps below in the correct order.

Reasoning: Ben correctly solves the equation by first dividing each side by 5. Amelia correctly solves the same equation by first using the Distributive Property. Whose method do you prefer?

Reflection: Math Success

Solve for x

Solve for k

Solve for x

Solve for m

Solve for m (reduce your fraction)

Solve for m.
11m - 8 - 6m = 22

Reasoning: Ben correctly solves the equation by first dividing each side by 5.
Amelia correctly solves the same equation by first using the Distributive Property.

Whose method do you prefer?

Solve for m.
11m - 8 - 6m = 22

Reasoning: Ben correctly solves the equation by first dividing each side by 5.
Amelia correctly solves the same equation by first using the Distributive Property.

Whose method do you prefer?

Solve for m
(reduce your fraction)