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Q. 23

Expert-verifiedFound in: Page 24

Book edition
6th

Author(s)
Sullivan

Pages
1200 pages

ISBN
9780321795465

Plot each point. Then plot the point that is symmetric to it with respect to -

**(a)** the x-axis

**(b)** the y-axis

**(c)** the origin

Point (3, 4)

(a). (3,-4) is the point symmetric to (3,4) in the x-axis.

(b). (-3,4) is the point symmetric to (3,4) in the y-axis.

(c). (-3,-4) is the point symmetric to (3,4) in the x-axis.

Point (3,4)

Plot the point that is symmetric to it with respect to the x-axis

- (x,-y) is the point symmetric to (x, y) in the x-axis.

Therefore, (3,-4) is the point symmetric to (3,4) in the x-axis.

The two point are shown in the graph below.

Point (3,4)

Plot the point that is symmetric to it with respect to the y-axis

- (-x, y) is the point symmetric to (x, y) in the y-axis.

Therefore, (-3,4) is the point symmetric to (3,4) in the x-axis.

The two point are shown in the graph below

Point (3,4)

Plot the point that is symmetric to it with respect to the origin.

- (-x,-y) is the point symmetric to (x, y) in the origin.

Therefore, (-3,-4) is the point symmetric to (3,4) in the origin.

The two point are shown in the graph below

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