Question

Math help
Parallelogram RSTU is a rhombus. m∠R = 120°
What is m∠T?

What is m∠RSU?

Answer 1

angle t is 120

Answer 2

@Shadow

Answer 3

Isnt angle r and t equal?

Answer 4

yes thats why i said angle t =120

Answer 5

Pretty sure youre right lol

Answer 6

i ned help finding angle RSU

Answer 7

I dont exactly remember how to do that, Im sorry

Answer 8

its ok

Answer 9

would angle RSU BE 220

Answer 10

Woah, 220°? How'd you get that?

Answer 11

The total sum of the angles of a parallelogram is 360°.
This this parallelogram happens to be a rhombus, so given that m∠R = 120°, m∠T = 120° as well. Both add up to 240°.
Since 360° - 240° = 120°, and you still have to account for∠RST and ∠RUT, each will be equivalent to 60°.

Answer 12

Don't forget this is a rhombus, so all the sides are equivalent in length.
To find m∠RSU, acknowledge that RS = RU, therefore, their angles will also be congruent.
△RSU will add up to to a total sum of 180°. Given that ∠R = 120°, and ∠S = ∠U, solve:
180° - 120° = 60°
60°/ 2 = 30°
Therefore ∠RSU = 30°.

Answer 13

Thank you