Law of sines.
2006-12-03 05:53:00
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answer #1
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answered by Gaspode 7
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The definition of "slope" is the element via which a line will enhance or decreases. In linear equations, like y=6/5x+5, the coefficient of x is often going to be the slope. The "y intercept" refers back to the quantity at which the line intersects with the y axis. The quantity this is extra or subtracted to this is going to consistently be the y intercept. it is extra effectual illustrated with the time-honored type for a linear equation, this is: y = mx + b the place m = slope and b = the y intercept. so which you would be able to graph all of this, you graph (0.5), this is the y intercept, then as you pass one million to the ideal, you pass up 6/5, considering this is the slope. and additionally you preserve doing that for numerous factors till the graph is sufficient to your instructor. i desire this enables!
2016-12-29 20:19:45
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answer #2
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answered by chatterton 3
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You need to know more information. Do you know a point on the graph? If so, you can use point-slope form.
(y-y1)=m(x-x1), where y1 and x1 are the coordinates of the known point and m is the slope. Plug those into the equation, solve for y, and the coefficient at the end will be your y-intercept.
2006-12-03 05:53:58
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answer #3
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answered by Cassi 2
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General equation for a line is:
y = mx + b
where m = slope and b = y-intercept
Let's change this around to make it useful to you:
y = mx + b
y - mx = mx + b - mx (subtracted mx from both sides)
y - mx = b
Since you know the slope (m), just select any point on the line (x,y) and substitute it into the new equation above to find b (y-intercept).
2006-12-03 05:57:05
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answer #4
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answered by sep_n 3
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its the y intercept of a line. You will need a slope aand a point or 2 pairs of points
2006-12-03 05:53:15
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answer #5
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answered by hellomotto89 2
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graph the equation where the line hits the y line is the y intercept
2006-12-03 05:55:27
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answer #6
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answered by angel27 2
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Assuming you possess enough information to define the line you may solve for the y-intercept by first defining the line in terms of y and then setting x equal to zero in most cases.
2006-12-03 05:54:52
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answer #7
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answered by DJL2 3
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let x = 0 and solve for y
2006-12-03 05:53:43
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answer #8
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answered by Geoff S 6
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use da point-slope formula: y – y1 = m(x – x1)
2006-12-03 05:56:50
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answer #9
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answered by jerseysbabegirl 2
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substitube the point for x and y to solve for y-int
2006-12-03 05:53:28
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answer #10
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answered by 7
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