Asked by Lena
Did I do this right?
The shorter leg of a 30°- 60°- 90° right triangle is 7.5 inches. How long is the longer leg and the hypotenuse?
1) The longer side:
7.5/Sin 60 =b/Sin 30
4.208723391 inches
Hypotneuse:
8.6 inches
The shorter leg of a 30°- 60°- 90° right triangle is 7.5 inches. How long is the longer leg and the hypotenuse?
1) The longer side:
7.5/Sin 60 =b/Sin 30
4.208723391 inches
Hypotneuse:
8.6 inches
Answers
Answered by
bobpursley
ARRRRRGGGGGG.
The shorter leg is opposite the smallest angle.
7.5/sin30=longerleg/sin60
Then redo the hypotenuse.
The shorter leg is opposite the smallest angle.
7.5/sin30=longerleg/sin60
Then redo the hypotenuse.
Answered by
Trig
THE SIDES ON A 30-60-90 TRIANGLE:
Short Side = x
Long Side = sqrt(3)*x
Hypotenuse = 2x
In this case:
Short Side = 7.5
Long Side = sqrt(3)*7.5
Hypotenuse = 2*7.5
Short Side = x
Long Side = sqrt(3)*x
Hypotenuse = 2x
In this case:
Short Side = 7.5
Long Side = sqrt(3)*7.5
Hypotenuse = 2*7.5
Answered by
Lena
Oops :O
Thanks
Thanks
Answered by
Lena
Thanks :)
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