3. Section 7.3
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a= 5, b= 3
Calculate power
Add terms
Rearrange equation
sqrt(LHS)=sqrt(RHS)
c > 0
When we know the last side, we can calculate the perimeter.
Let's solve this equation for x.
LHS * 10=RHS* 10
Rearrange equation
Use a calculator
Round to nearest integer
Let's solve this equation for x.
a/b=.a /10./.b /10.
a/b=.a /3./.b /3.
cos^(-1)(LHS) = cos^(-1)(RHS)
Use a calculator
Round to 2 decimal place(s)
In the right triangle, an angle and hypotenuse are known. Since we want to determine the angle's opposite side, we have to use the sine ratio to solve for h.
LHS * 500=RHS* 500
Rearrange equation
Use a calculator
Round to nearest integer
The height of the kite is about 335 feet.