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For the square, find coordinates for B without using any new variables.

A. (d,0)
B. (0,c)
C. (c,0)
D. (0,d)

For the square, find coordinates for B without using any new variables. A. (d,0) B-example-1

2 Answers

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the answer would be C. (C, 0) because B is still at 0 on the y-axis and where it says (c, d) the c lines up with B making them the same length on the x-axis.

hoped this helps
User Gene Vincent
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Answer:

Option C. The coordinate of B is (c,0)

Explanation:

We are given the following information in the question:

We are given a square with one of the vertex (c,d)

We have to find the coordinates of the vertex b.

Since we know all the sides of a square are equal.

The distance between OB should be equal to distance between A and the given vertex.

The horizontal distance between A and the given vertex is given by the x coordinate that is c.

Thus the distance between OB is c.

Hence, the coordinate of B is (c,0)

User Danvil
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