A base of a parallelogram is on the x-axis and the origin is located at the left endpoint of that base. Three consecutive vertices are (h, j), (0, 0), and (k, 0), where h > 0.
How many units to the right of the y-axis is the point (h, j)?
h

We are given the description of a diagram where the base of a parallelogram lies on the x-axis with the left vertex on the origin. We are also given the three consecutive coordinates of the vertices which are
(h, j ), (0, 0), and (k, 0)
Based on the coordinates, the point (h, j) is j units from the y-axis

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xyz206 xyz206 · Answer 2 · 2021-06-04T02:14:09+02:00

xyz206 xyz206

04-06-2021

Answer:

j

Step-by-step explanation:

I got it right

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A base of a parallelogram is on the x-axis and the origin is located at the left endpoint of that base. Three consecutive vertices are (h, j), (0, 0), and (k, 0), where h > 0. How many units to the right of the y-axis is the point (h, j)? h

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A base of a parallelogram is on the x-axis and the origin is located at the left endpoint of that base. Three consecutive vertices are (h, j), (0, 0), and (k, 0), where h > 0.
How many units to the right of the y-axis is the point (h, j)?
h