Step: 1

3x - 2y = 17

[Original equation.]

Step: 2

3(0) - 2y = 17

[Substitute x = 0 in the equation to obtain the y - intercept.]

Step: 3

Step: 4

[Divide by - 2 on both sides.]

Step: 5

The y - intercept of the line is - 17 2 .

Correct Answer is : - 17 2

Step: 1

To find the y -intercept, sustitute x = 0 in the equation.

Step: 2

- x + 12y = 36

[Write original equation.]

Step: 3

- (0) + 12y = 36

[Replace x with 0.]

Step: 4

12y = 36

[Solve for y .]

Step: 5

Step: 6

The y -intercept is 3.

Correct Answer is : 3

Step: 1

Step: 2

To find x -intercept, put y = 0.

Step: 3

0 = - 0.5x + 0.4

Step: 4

0.5x = 0.4

Step: 5

Step: 6

So, x -intercept is 4 5 .

Step: 7

To find y -intercept, put x = 0.

Step: 8

Step: 9

Step: 10

So, the y -intercept is 0.4.

Correct Answer is : 4 5 , 0.4

- 4 | 2 | 4 | 6 | |

- 1 | 2 | 3 | 4 |

Step: 1

Slope(m ) = c h a n g e i n y - c o o r d i n a t e s c h a n g e i n x - c o o r d i n a t e s = 2 - ( - 1 ) 2 - ( - 4 ) = 1 2

Step: 2

Equation of line of graph of the data = y - y 1 = m (x - x 1 )

Step: 3

Step: 4

Step: 5

Step: 6

To find the y -intercept, let x = 0.

Step: 7

0 - 2y = - 2 ⇒ y = 1

[Replace x by 0.]

Step: 8

Therefore, y -intercept of the graph of the data is 1.

Correct Answer is : 1

3 | 5 | 7 | 15 | |

9 | 13 | 17 | 33 |

Step: 1

Slope(m ) = c h a n g e i n y - c o o r d i n a t e s c h a n g e i n x - c o o r d i n a t e s = 1 3 - 9 5 - 3 = 2

Step: 2

Equation of line of graph of the data = y - y 1 = m (x - x 1 )

Step: 3

Step: 4

[Simplify.]

Step: 5

To find the y -intercept, let x = 0.

Step: 6

2(0) - y = -3

[Replace x by 0.]

Step: 7

[Divide each side by -1.]

Step: 8

Therefore, y -intercept of the graph of the data is 3.

Correct Answer is : 3

Step: 1

To find the x -intercept, substitute y = 0 in the equation.

Step: 2

10x - 17y = 30

[Write original equation.]

Step: 3

10x - 17(0) = 30

[Replace y with 0.]

Step: 4

10x = 30

[Solve for x .]

Step: 5

Step: 6

The x -intercept is 3.

Correct Answer is : 3

Step: 1

To find the y -intercept, substitute x = 0 in the equation.

Step: 2

9x - 7y = - 21

[Write original equation.]

Step: 3

9(0) - 7y = - 21

[Replace x with 0.]

Step: 4

- 7y = - 21

[Solve for y .]

Step: 5

Step: 6

The y -intercept is 3.

Correct Answer is : 3

Step: 1

To find the x -intercept, substitute y = 0 in the equation.

Step: 2

2x - 4y = 6

[Write original equation.]

Step: 3

2x - 4(0) = 6

[Replace y with 0.]

Step: 4

2x = 6

[Solve for x .]

Step: 5

Step: 6

The x -intercept is 3.

Correct Answer is : 3

Step: 1

To find the y -intercept, substitute x = 0 in the equation.

Step: 2

4x - 3y = 27

[Write original equation.]

Step: 3

4(0) - 3y = 27

[Replace x with 0.]

Step: 4

- 3y = 27

[Solve for y .]

Step: 5

Step: 6

The y -intercept is - 9.

Correct Answer is : - 9

Step: 1

To find the point on the y -axis intercepted by the equation, substitute x = 0.

Step: 2

[Write original equation.]

Step: 3

[Replace x with 0.]

Step: 4

[Solve for y .]

Step: 5

The y -intercept = 17.

Correct Answer is : 17

Step: 1

To find the point on the y -axis intercepted by the equation, substitute x = 0.

Step: 2

[Write original equation.]

Step: 3

[Replace x with 0.]

Step: 4

[Solve for y .]

Step: 5

The y -intercept = 18.

Correct Answer is : 18

- Determining a given Relation is a Function-Algebra1-Solved Examples
- Finding Values of a Function for a given Domain-Algebra1-Solved Examples
- Graphing Linear Functions for a Given Domain-Algebra1-Solved Examples
- Graphing Linear Functions-Algebra1-Solved Examples
- Finding the Rate of Change-Algebra1-Solved Examples
- Graphing Piecewise and Step Functions-Algebra1-Solved Examples
- Graphing Absolute Value Functions-Algebra1-Solved Examples
- Finding Intercepts of Quadratic Functions-Algebra1-Solved Examples
- Graphing and Analyzing Quadratic Functions-Algebra1-Solved Examples
- Identifying and Graphing Square Root Functions-Algebra1-Solved Examples
- Comparing Properties of Two Functions-Algebra1-Solved Examples
- Finding Intervals for Increasing and Decreasing Functions-Algebra1-Solved Examples
- Representing Exponential Functions Using Tables or Graphs-Algebra1-Solved Examples
- Graphing Logarithmic Functions-Algebra1-Solved Examples
- Graphing Trigonometric Functions-Algebra1-Solved Examples
- Identifying and Using Recursive Formula-Algebra1-Solved Examples

- Intercept
- X-Intercept
- Y-Intercept