Question

Geo Party

Answer 1

Easy:
Perimeter of rhombus is 40. The diagonal of it cuts off a triangle with perimeter 36. Find the height.


Hard:
Construct a quadrilateral from the midpoints of three equal sides.

Answer 2

I already solved this, just want some Geo Geeks to solve this as well.

Answer 3

@imqwerty

Answer 4

@ganeshie8 @ParthKohli

Answer 5

for hard. here is the drawing:

Answer 6

Yes

Answer 7

wat yes?

Answer 8

root 75

Answer 9

where did you got root 75? and it is wrong .

Answer 10

On a rhombus each side is equal, if the perimeter is 40 that means each side is length 10 yeah?

Answer 11

yes.

Answer 12

So the bisector initializing the height will leave a pythogorean 5 squared + height squared must equal 10 squared, the square root of 75

Answer 13

BH is the height

Answer 14

hint: perimeter of ABD is 36. find the AC, then find AM, then use pyth to find BM, then use area of triangle to solve :)

Answer 15

No AC would be height the way you draw that ...

Answer 16

no, AC is the diagonal, not the height. Height is a perpendicular line to a side.

Answer 17

Could you draw the rhombus so it's at rest flipped 90 degrees?

Answer 18

why :\

Answer 19

yo

Answer 20

Yes

Answer 21

i will solve this

Answer 22

now the top to the bottom looks to be the height

Answer 23

rofl

Answer 24

it doesn't matter

Answer 25

The diagonal, well list point A,B,C,D and it does..

Answer 26

no it in't xD