1. Factor the poynomial into linear irreducible factors.
1 answer:
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The equation of the line written in slope-intercept form is:
Where m is the slope and b is the y-intercept.
You find the slope using the formula:
Where point A coordinates' are (-4,-19) and point B (-6, 4).
Now you find b (y-intercept) substituting in y=-23/2x+b the coordinates of point A or point B:
(I'll use point B coordinates')
y=-23/2x+b
4=-23/2×(-6)+b
4=46+b
b=-42
The equation of the line is y=-23/2x-42
Where m is the slope and b is the y-intercept.
You find the slope using the formula:
Where point A coordinates' are (-4,-19) and point B (-6, 4).
Now you find b (y-intercept) substituting in y=-23/2x+b the coordinates of point A or point B:
(I'll use point B coordinates')
y=-23/2x+b
4=-23/2×(-6)+b
4=46+b
b=-42
The equation of the line is y=-23/2x-42
Answer:
Solutions:
Step-by-step explanation:
Expanding the factored form:
Factoring the second-degree polynomial:
This is true for