Asked by Tyriq
can you please show me how to do this?
Determine whether the ordered pair is a solution of the inequality.
y>x^2- 5x (2,-3)
Determine whether the ordered pair is a solution of the inequality.
y>x^2- 5x (2,-3)
Answers
Answered by
MathMate
An ordered pair (x,y) is a pair of x, y values enclosed in parentheses. The first value is the x-value, and the second is the y-value.
In the given case, (x,y)=(2,-3), thus
x=2, y=-3.
Substitute these x, y values into the inequality and see if the inequality holds. If the inequality holds, the given ordered pair is a solution to the given inequality.
In the given case, (x,y)=(2,-3), thus
x=2, y=-3.
Substitute these x, y values into the inequality and see if the inequality holds. If the inequality holds, the given ordered pair is a solution to the given inequality.
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