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Adding and Subtraction Rational Expressions

Adding and Subtraction Rational Expressions

Assessment

Presentation

Mathematics

10th - 12th Grade

Practice Problem

Medium

CCSS
HSA.APR.D.7, HSA.APR.D.6, 5.NF.A.1

+1

Standards-aligned

Created by

LaShawne Long Myles

Used 12+ times

FREE Resource

4 Slides • 9 Questions

1

Adding and Subtraction Rational Expressions

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2

Open Ended

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Based on yesterday's lesson...what should happen next?

3

Let's check in from Multiplying and Dividing Rational Expressions

4

Poll

When we add or subtract and rational expression we need...

common denominators

LCM between denominators

to combine only the numerators

simplify

5

Open Ended

What do you need to have or do in order to add or subtract rational expressions?

6

What process do we need to take to add or subtract rational expressions? Let's see!

  • We need a common denominator (the LCM between the two)

  • We need to make sure that WHATEVER we multiplied the denominator by we MUST multiply the numerator by.

  • We ONLY add or subtract the numerators once we have common denominators

7

Fill in the Blank

Type answer...

8

Multiple Choice

The denomiator should be the... between the two denominatrs.

1

Least Common Numerator

2

Least Common Answer

3

Least Common Multiple

4

Least Common Path

9

Let's look at a worked example.

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10

Multiple Choice

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What is happening in this step?

1

Combining like terms/Simplifying if we can.

2

Writing both expressions from the numerators in the same numerator.

3

Multiplying each numerator by the corresponding denominator.

4

Finding the Common Denominator by determine the least common multiple.

11

Multiple Choice

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What's happening in this step?

1

Finding the Common Denominator by determine the least common multiple.

2

Each numerator has been multiplied by the corresponding denominator.

3

Combining like terms/Simplifying if we can.

4

Distributing the negative, so we can combine like terms.

12

Multiple Choice

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What should have happened JUST before in this step?

1

Writing both expressions from the numerators in the same numerator.

2

Finding the Common Denominator by determine the least common multiple.

3

Distributing the negative, so we can combine like terms.

4

Distributing the negative, so we can combine like terms.

13

Poll

Based on what I've seen I now know about....a little bit better.

Common Denominators

Distributing the Negative

Only Combining the Numerators

I already knew this! I'm a champ!

Adding and Subtraction Rational Expressions

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