Brandonjr12
21.01.2020 •
Mathematics
Given the initial inequality list -4< 7 possible values for y that would make the following inequalities true: -4y> 7y
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Ответ:
The interval of values of y for which - 4y > 7y will be (- ∞, 0).
Step-by-step explanation:
A numeric inequality is given by - 4 < 7.
Now, we have to find the possible values of y that would make the following inequality true. And it is - 4y > 7y
So, by multiplying the inequality - 4 < 7 with y the inequality sign changes.
Therefore, y must be a negative number.
The interval of values of y for which - 4y > 7y will be (- ∞, 0). (Answer)
Ответ:
y = -2x + 7 so now we have slope m = -2, b = 7
pass point (-5/2,y) then
y = mx + b
y =-2(-5/2) + 7
y = 5 + 7
y = 12
answer : ordered pair (-5/2,12)