Lucinda wants to build a square sandbox, but she has no way of measuring angles. Which of the following explains how she can make sure the sandbox is square by measuring only length?
A)Arrange four equal-length sides, so the diagonals bisect each other.
B)Arrange four equal-length sides, so the diagonals are equal lengths also.
C)Make each diagonal the same length as four equal-length sides.
D)Not possible; Lucinda has to be able to measure a right angle.
I thought it was B but then a friend of mine said it was d and I didn't know if he was right or not so now im second guessing myself. am I right or is he?
God this site is gold
"uwu sue is a jew"
Like 10/10
uwu sue is a jew
Its B, sorry for not being Ms. Sue
Mrs sue why are u on here all the time
Sue is a Jew?
No disrespect intended, but you disproved your point with those links Ms. Sue. The second link, at the very bottom it asks this question:
Example: A rhombus has diagonals of 6 m and 8 m, what is its Area?
Squares have equal diagonals.
yoohoo sue is a poo
ye ye
In order for it to be a square, the diagonals need to be the same length. In a parallelogram (if you are talking about a rhombus), they do bisect, but the diagonals are not equal in length.
Thanks, Joey. You're right.
Bailey was right with her answer of b.