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| 2.3
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1. Consider a line whose graph is given by 5x = 3y - 30. What is
the x- intercept?
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a. (10,0)
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b. (0,10)
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c. (0,-6)
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d. (-6,0)
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e. nota
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2. Find the slope of the line passing through (4,7) and ( (10,
8)
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b. 1/6 |
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c. -6 |
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d. -1/6 |
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e |
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3. Find the slope m and y-intercept (0,b) of the line given by: y = 4x
- 1 |
| a m = -1,
y-intercept = (0,4) |
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b m = 4, y-intercept = (0,-1) |
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c nota |
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d |
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e |
| 4. Find the slope and y-intercept of the
line given by: y = -4x + 1 |
| a m = 1,
y-intercept = (0,-4) |
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b m = -4, y-intercept = (0,1) |
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c nota |
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5. Rewrite the given equation in slope -intercept form by solving for
y: 2x + y = 3. (Hint, see #39.) |
| a y = -2x + 3 |
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b y = 2x + 3 |
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c y = -2x - 3 |
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d nota |
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e |
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6. Rewrite the given equation in slope -intercept form by solving for
y: 2x + y = 0. (Hint, see #35. Yo, we did that.) |
| a y = -2x |
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b y = 2x |
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c 2y = -x |
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d nota |
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7. Is this line horizontal or vertical? y = -5 |
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a. vertical
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b horizontal
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written problems |
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8. graph the line of problem 1 using the x and y intercepts |
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9. graph the line of problem 3 |
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10. graph the line of problem 4 |
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11. graph the line of problem 5 |
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12. graph the line of problem 6 |
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12. Graph the linear function of problem 1 drawing a line
through both the y-intercept and the x-intercept.
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