Help with solving right triangles
Solve for the specified value of the following right triangle. Round your answer to the nearest hundredth. If A = 34° and b = 22m, find c.
|dw:1421718172862:dw|
Aha i tried my best at making a triangle
Use a trigonometric ratio. Remember that sinA = opp/hyp, cosA = adj/hyp, tanA=opp/adj If you know the measure of A, and you know one side length, and you want to find the hypotenuse.....
So for the way we are looking at it a is the opposite? and the adjacent is is b
so should we use CosA then ?
Correct. CosA. plug in known values.
and solve for "hypo"
hypotenuse, haha
so Cos(34)=22/c 22Cos(34)=c
would the answer be 18.24m?
yep. Nice job. :)
Thank you again :D
@StudyGurl14 S: I did it this way, but I got all but one of them right
The correct answer for this was 26.54
@freckles
what's up
so Cos(34)=22/c c*cos(34)=22 c=22/cos(34)
26.54 is right
so you divide instead of multiplying?
you just solved the equation incorrectly
cos(34)=22/c to solve for c I will first multiply by c on both sides c *cos(34)=22 then divide both sides by cos(34) to isolate the c
like you know how to solve something like 1/2=3/x right?
so for this Solve for the specified value of the following right triangle. Round your answer to the nearest hundredth. If B = 55.33° and b = 12.34yd, find a. I used tan(b) because we had the opposite and we need to find the adjacent so would you do the same 12.34/tan(55.53)
|dw:1421721638980:dw| yes just had to see what the setup was
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