Question 1

Which graph correctly represents the solution to the inequality $$y \geq x$$ within the square region shown?

Accepted Answer

Image 1

Question 2

Which graph correctly represents the solution to the inequality $$y \leq x$$ within the square region shown?

Accepted Answer

Image 3

Question 3

Which graph shows the solution to the system of inequalities $$y \geq x$$ and $$y \leq -x + 2$$ within the square region?

Accepted Answer

Image 4

Question 4

If the shaded region in Image 2 represents the solution to an inequality, which inequality does it represent?

Accepted Answer

$$y \geq -x + 2$$

Question 5

In Image 4, what is the system of inequalities that describes the yellow shaded region?

Accepted Answer

$$y \geq x$$ and $$y \leq -x + 2$$

Question 6

Which image shows the solution to the inequality $$y \leq -x + 2$$ within the square region?

Accepted Answer

Image 2

Question 7

If the square in the images represents the region $$0 \leq x \leq 2$$ and $$0 \leq y \leq 2$$, which image shows the solution to $$y \geq x$$?

Accepted Answer

Image 1

Question 8

Which image represents the solution to the system $$y \leq x$$ and $$y \geq 0$$ within the square?

Accepted Answer

Image 3

Question 9

Which image shows the intersection of the regions $$y \geq x$$ and $$y \leq -x + 2$$?

Accepted Answer

Image 4

Question 10

If the shaded region in Image 3 is described by an inequality, which of the following is correct?

Accepted Answer

$$y \leq x$$

Intermediate Algebra Review: Domain, Range, Functions, Slope, Equations, and Systems

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