Printable math worksheet for identifying slope and y-intercept of linear equations.

Sure! Let’s solve this worksheet step by step.

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🎯 Objective:

For each linear equation in the form `y = mx + b`, identify:
- Slope (m) — the coefficient of `x`
- y-intercept (b) — the constant term (where the line crosses the y-axis)

This is called slope-intercept form.

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✔ Solutions:

#### 1) `y = -5x + 6`
- Slope = -5
- y-intercept = 6

#### 2) `y = 3x - 2`
- Slope = 3
- y-intercept = -2

#### 3) `y = -2x - 4`
- Slope = -2
- y-intercept = -4

#### 4) `y = 8x + 1`
- Slope = 8
- y-intercept = 1

#### 5) `y = 5x - 3`
- Slope = 5
- y-intercept = -3

#### 6) `y = -3x - 9`
- Slope = -3
- y-intercept = -9

#### 7) `y = 7x + 2`
- Slope = 7
- y-intercept = 2

#### 8) `y = -x + 6`
> Note: `-x` means `-1x`
- Slope = -1
- y-intercept = 6

#### 9) `y = -4x + 7`
- Slope = -4
- y-intercept = 7

#### 10) `y = -6x - 8`
- Slope = -6
- y-intercept = -8

#### 11) `y = 8x - 5`
- Slope = 8
- y-intercept = -5

#### 12) `y = 9x + 3`
- Slope = 9
- y-intercept = 3

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📝 Summary Table (for easy reference):

| Equation | Slope | y-intercept |
|-----------------|-------|-------------|
| 1) y = -5x + 6 | -5 | 6 |
| 2) y = 3x - 2 | 3 | -2 |
| 3) y = -2x - 4 | -2 | -4 |
| 4) y = 8x + 1 | 8 | 1 |
| 5) y = 5x - 3 | 5 | -3 |
| 6) y = -3x - 9 | -3 | -9 |
| 7) y = 7x + 2 | 7 | 2 |
| 8) y = -x + 6 | -1 | 6 |
| 9) y = -4x + 7 | -4 | 7 |
| 10) y = -6x - 8 | -6 | -8 |
| 11) y = 8x - 5 | 8 | -5 |
| 12) y = 9x + 3 | 9 | 3 |

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💡 Tip:

Always remember:
👉 In `y = mx + b`:
- m = slope (how steep the line is)
- b = y-intercept (point where line crosses y-axis: `(0, b)`)

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✔ All done! You can now fill in your worksheet with confidence. Let me know if you’d like to graph any of these too!