Question

Each base of a right prism is a rhombus. The figure has

a vertex at (4, 0, 2). Which ordered triple represents
other vrtices of the prism? Select three options.
(-4, 0, -2)
(0, -3,2)
(0, -3,0)
(-4, 0, 2)
(0, 3, -2)

Answer 1

(0, -3, 2)

(0, -3, 0)

(-4, 0, 2)

What are vertices?

Corner where 2 or more edges meet.

How would you find vertices of a rhombus?

If the length of the diagonals are equal, then the vertices of a rhombus will form a square. Formula used: We will use the formula of distance between two points which is given

`\[d = \sqrt {{{({x_2} - {x_1})}^2} + {{({y_2} - {y_1})}^2}} \], where \[({x_1},{y_1})\] and \[({x_2},{y_2})\]`

be the two points.