The length of the missing length in the triangle is 53.6 units
How to determine the length of the missing side?
The given triangle is a right triangle.
Right triangles are triangles that have a measure of angle that is 90 degrees.
The missing side is x, and the value of x is calculated using the following sine rule
We have
sin(angle) = opposite/hypotenuse
This gives
sin(66) = 49/x
Divide both sides by sin(66)
1 = 49/x sin(66)
Multiply both sides by x
x = 49/sin(66)
Divide the expression
x = 53.6
Hence, the length of the missing length is 53.6 units
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