Determining positive slope from a table

The video tutorial explains how to determine the slope from a table of values. It begins with an introduction to the concept of slope, defined as the change in Y over the change in X. The instructor demonstrates calculating the slope using pairs of points from a table, ensuring the slope remains consistent across different point pairs. The tutorial concludes by confirming the slope is constant and identifying it as a linear equation, with the slope value calculated as 260.

What is the formula for calculating the slope between two points?

• Difference between X and Y

• Sum of X and Y

• Change in Y over change in X

• Change in X over change in Y

If the change in Y is 260 and the change in X is 1, what is the slope?

• 130

• 520

• 1

• 260

What is the slope when the change in Y is 780 and the change in X is 3?

• 780

• 520

• 260

• 1

Why is the slope considered constant in a linear equation?

• Because the ratio of change in Y to change in X is the same

• Because the sum of Y and X is constant

• Because the change in Y is always zero

• Because the change in X is always zero

What does a constant slope indicate about a set of points?

• The points form a circle

• The points form a linear equation

• The points are random

• The points form a quadratic equation