Slope Formula
Integer Rules
Slope Types
Calculations
Note Taking
100

What is the slope formula?

m=x2−x1/y2−y1

100

What is the rule for adding positive and negative numbers?

Same sign add and keep, different sign subtract and keep the sign of the bigger number.

100

What type of slope goes downhill from left to right?

Negative slope

100

Find the slope between (–3, 5) and (2, –10).

m = -3

100

What is one reason why taking notes during math class is important?

Helps you remember steps, review later, and improve understanding.

200

What does the letter m represent in the formula?

m stands for slope.

200

What is the rule for subtracting integers?

Keep the first, Change the operation, Change the sign.

or Keep Change Change

200

What type of slope does a horizontal line have?

Zero slope

200

Find the slope from (4, –6) to (–2, 6).

m = -2

200

Name three components of effective math notes.

Date and title, steps/process/formula, examples, vocabulary, tips/tricks and questions.

300

Explain the numerator of the formula (y2−y1) in your own words.

Take take the second y-value from the second ordered pair and subtract the first y-value from it.

300

This happens when you subtract a negative.

It is the same as addition/positive.

300

What type of slope goes uphill from left to right?

Positive slope

300

Determine the slope from (7, 2) to (4, –4).

m = 2

300

What is the difference between useful notes and copying?

Useful notes are in your own words.

400

Explain the denominator of the formula (x2-x1).

Take take the second x-value from the second ordered pair and subtract the first x-value from it.

400

Solve

-5 -(-10) 

5

400

What type of slope does a vertical line have?

Undefined slope

400

What is the slope between (–6, –3) and (–1, 7)?

m = 2

400

Name a type of note taking.

Cornell Notes, Outlining, SQ3R, Mind Maps, guided notes.

500

Find the slope between (–2, 4) and (2, –4).

m = -2

500

Solve

-5 - 15

-20

500

Solve for slope and name the type.

(4, 2) and (4, –3)

Undefined slope

500

Find the slope from (0, –3) to (–2, 9).

m = -6

500

What should you do in your notes if the teacher works through an example on the board?

Write it down!

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