Trigonometric Equations - High School Math
Card 0 of 5
In a right triangle, if
and
then what does 
equal?
In a right triangle, if
and
then what does
One can draw a right triangle with acute angles 
and 
. The side adjacent to 
is 4, and the side adjacent to 
is 3.
One can draw a right triangle with acute angles
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If 
, find the value of the function 
.
If
We can write:
We can also write:
Now we can substitute the values of (sinx - cosx) and (sinx * cosx) in the obtained function:
We can write:
We can also write:
Now we can substitute the values of (sinx - cosx) and (sinx * cosx) in the obtained function:
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If 
, find 
.
If
First we need to simplify each term:
So we will have:
Since we have the value of 
, we can divide the numerator and denominator by 
.
We can then substitute the value of 
in the obtained function.
First we need to simplify each term:
So we will have:
Since we have the value of
We can then substitute the value of
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A right triangle has an angle of 
. If the side opposite it has a length of 
, what is the hypotenuse?
A right triangle has an angle of
For this problem we will use the sine function as 
.
Plug in our given information:
For this problem we will use the sine function as
Plug in our given information:
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A right triangle has an angle of 
. If the side adjacent to it has a length of 
, what is the hypotenuse?
A right triangle has an angle of
For this problem we will use the cosine function as 
.
Plug in our given information:
For this problem we will use the cosine function as
Plug in our given information:
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