 ## CCSS.MATH.CONTENT.8.G.B.8

Title Description Thumbnail Image

## INSTRUCTIONAL RESOURCE: Solving One-Step Equations

### In this Slide Show, learn how to solve one-step addition and subtraction equations. Note: The download is a PPT file. ## INSTRUCTIONAL RESOURCE: Solving Two-Step Equations

### In this Slide Show, learn how to solve two-step equations. Note: The download is a PPT file. ## MATH EXAMPLE: Distance Formula: Example 01

### Example 1: Calculate the distance between two points under the following conditions: Both points in Quadrant 1, whole number distance. ## MATH EXAMPLE: Distance Formula: Example 02

### Example 2: Calculate the distance between two points under the following conditions: Both points in Quadrant 1, distance as an irrational number. ## MATH EXAMPLE: Distance Formula: Example 03

### Example 3: Calculate the distance between two points under the following conditions: Both points in Quadrant 1, along a horizontal line. ## MATH EXAMPLE: Distance Formula: Example 04

### Example 4: Calculate the distance between two points under the following conditions: Both points in Quadrant 1, along a vertical line. ## MATH EXAMPLE: Distance Formula: Example 05

### Example 5: Calculate the distance between two points under the following conditions: A point in Q1 and a point in Q2, whole number distance. ## MATH EXAMPLE: Distance Formula: Example 06

### Example 6: Calculate the distance between two points under the following conditions: A point in Q1 and a point in Q2, distance as an irrational number. ## MATH EXAMPLE: Distance Formula: Example 07

### Example 7: Calculate the distance between two points under the following conditions: A point in Q1 and a point in Q2, distance along a horizontal line. ## MATH EXAMPLE: Distance Formula: Example 08

### Example 8: Calculate the distance between two points under the following conditions: A point in Q1 and a point in Q3, whole number distance. ## MATH EXAMPLE: Distance Formula: Example 09

### Example 9: Calculate the distance between two points under the following conditions: A point in Q1 and a point in Q4, rational number distance. ## MATH EXAMPLE: Distance Formula: Example 10

### Example 10: Calculate the distance between two points under the following conditions: A point in Q1 and a point in Q4, distance as an irrational number. ## MATH EXAMPLE: Distance Formula: Example 11

### Example 11: Calculate the distance between two points under the following conditions: A point in Q1 and a point in Q4, along a vertical line. ## MATH EXAMPLE: Distance Formula: Example 12

### Example 12: Calculate the distance between two points under the following conditions: A point in Q2 and a point in Q3, whole number distance. ## MATH EXAMPLE: Distance Formula: Example 13

### Example 13: Calculate the distance between two points under the following conditions: A point in Q2 and a point in Q3, distance as an irrational number. ## MATH EXAMPLE: Distance Formula: Example 14

### Example 14: Calculate the distance between two points under the following conditions: A point in Q2 and a point in Q3, along a vertical line. ## MATH EXAMPLE: Distance Formula: Example 15

### Example 15: Calculate the distance between two points under the following conditions: A point in Q3 and a point in Q4, whole number distance. ## MATH EXAMPLE: Distance Formula: Example 16

### Example 16: Calculate the distance between two points under the following conditions: A point in Q3 and a point in Q4, distance as an irrational number. ## MATH EXAMPLE: Distance Formula: Example 17

### Example 17: Calculate the distance between two points under the following conditions: A point in Q3 and a point in Q4, along a horizontal line. ## MATH EXAMPLE: Distance Formula: Example 18

### Example 18: Calculate the distance between two points under the following conditions: A point point on the x-axis and point on the y-axis, whole number distance. ## MATH EXAMPLE: Distance Formula: Example 19

### Example 19: Calculate the distance between two points under the following conditions: A point point on the x-axis and point on the y-axis, distance as an irrational number. ## MATH EXAMPLE: Distance Formula: Example 20

### Example 20: Calculate the distance between two points under the following conditions: A point point on the x-axis and point on the y-axis, along a horizontal line. ## MATH EXAMPLE: Distance Formula: Example 21

### Example 21: Calculate the distance between two points under the following conditions: A point point on the x-axis and point on the y-axis, along a vertical line. ## MATH EXAMPLE: One-Variable Equations: Example 01

### Solving Equations, Example 1: Solving an equation of the form: x + a = b ## MATH EXAMPLE: Solving One-Step Equations: Example 01

### Solving a one-step addition equation of the form x + a = b. The values of a and b are integers. 