Question

how to solve this problem ?
the diagonals of a rectangle have the same lenght and bisect each other? please answer.. thank you.

Answer 1

welcome to openstudy

Answer 2

What is the question?

Answer 3

the question is the diagonals of a rectangle have the same length and bisect each other.

Answer 4

true or false?

Answer 5

that is solving problem in analytic geometry

Answer 6

i have draw above, a rectangle, and its diagonals

Answer 7

thats the answer??

Answer 8

nope, but if you look at the diagonals

can you see if they are same length?

Answer 9

yes i can see .. but i need the answer .. a have an exam tom. those are the practices that i need to answer .. i just want to know the real answer.. so that when i answer it , i have a basis. please help me

Answer 10

yes it s a rectangle

Answer 11

the properties of a paralleogram are as follows:

two parallel sides
bisecting diagonals
equal opposite angles
and it does not need to have all equal sides it just needs to have OPPOSITE equal sides




If the diagonals were equal, the figure would have to be a square, rectangle, or rhombus.

Answer 12

yes you have an idea ..

Answer 13

when lines cut each other exactly in half , the lines are said to bisect each other

Answer 14

yes you're right .. but what is the solution in this problem ?

Answer 15

@chronics if the diagonals of a llgm are equal then it is a rectangle or rhombus it can in no way be a square.

Answer 16

see dear...square is a rectangle..hence v can mention it..

Answer 17

@chronics depends on what you assume.

If you say "diagonals are equal" - Rectangle (ONLY)

If you say "all sides and diagonals are equal" = Rhombus

If 2 equal sides and 1 diagonal hence follow pythagoras theorem = Square.