Question

Which point on the axis satisfies the inequality

y < x? (1 point)
(0,1)
(-1,0)
(1,0)
(0,0)

Answer 1

For this case we have the following inequality:

`y <x`

We must choose a point that satisfies the inequality.

That is, when evaluating the ordered pair, the inequality must be met.

We then have the following ordered pair:

`(x, y) = (1,0)`

Substituting values we have:

`0 <1`

The inequality is fulfilled and therefore, the ordered pair is solution.

Answer:

A point that satisfies the inequality is:

`(x, y) = (1,0)`

Option C

Answer 2

we are given the inequality y<X and is asked in the problem which point satisfies the relation. In this case, we just have to try every point and tell which of them is valid. In this case,
A. 1 < 0 is not trueB. 0 < -1 is not trueC. 0 < 1 is trueD. 0 < 0 is not true.
Answer hence is C.