If the coordinate axes contain two sides of a square ABCD such that A(0, a) and B(0, 0) are two vertices of the square, then point C is _______.
(-a, a)
(0, -a)
(a, 0)
(a, a)

Question

lgary2386 lgary2386

06-06-2017
Mathematics

contestada

If the coordinate axes contain two sides of a square ABCD such that A(0, a) and B(0, 0) are two vertices of the square, then point C is _______.
(-a, a)
(0, -a)
(a, 0)
(a, a)

Respuesta :

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Nirina7 Nirina7 · Answer 1 · 2017-06-14T20:53:46+02:00

the answer
first of all, we need to draw a figure so that can guess easily what should be the true answer
after that, the coordinate axes contain two sides, that means three points of the square must be on the the coordinate axes (ABC or ABD), because A and B are already on the each axis,
according to the question, we need to check the coordinate of C, so the point which is on the axis is A, B, C, so
then point C is (0, -a)

try to draw the image for more explanation

bradythomaschefsky bradythomaschefsky · Answer 2 · 2021-04-12T18:24:09+02:00

bradythomaschefsky bradythomaschefsky

12-04-2021

Answer:

would equal (a,a) i did the odyssey ware problem and got it right

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If the coordinate axes contain two sides of a square ABCD such that A(0, a) and B(0, 0) are two vertices of the square, then point C is _______. (-a, a) (0, -a) (a, 0) (a, a)

Respuesta :

Otras preguntas

If the coordinate axes contain two sides of a square ABCD such that A(0, a) and B(0, 0) are two vertices of the square, then point C is _______.
(-a, a)
(0, -a)
(a, 0)
(a, a)