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In Exercises 11-20, determine the quadrant(s) in which (x, y) is located so that the condition(s) is (are) satisfied.

x = -4 and y > 0​

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Answer:

The quadrants II and IV in which (x,y) are located so that the condition xy < 0 is satisfied.

What is the quadrant?

A quadrant is defined as an area contained by the x and y axes, which there are four quadrants in a graph.

For Quadrant I : the value of x and y both are positive ( +,+ )

For Quadrant II : the value of x is negative and y is positive ( -,+ )

For Quadrant III : the value of x is negative and y is negative ( -, - )

For Quadrant IV : the value of x is positive and y is negative ( +, - )

To determine the quadrant(s) in which (x,y) is located so that the condition is satisfied.

⇒ xy < 0

When the value of x is negative and y is positive in Quadrant II

So that the condition xy < 0 is satisfied

When the value of x is positive and y is negative in Quadrant IV

So that the condition xy < 0 is satisfied

Hence, the quadrants II and IV in which (x,y) are located so that the condition xy < 0 is satisfied.

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