What is the degree of an angle whose tangent is 5.67 degrees? If you want to find the degree of an angle whose tangent degree is 5.67 degrees, you need to multiply the degree of the tangent by the tangent value. The answer is either 52.5 degrees, 63 degrees, or 75 degrees.
Answer choice C: 63 degree
If the tangent of a given angle is 5.67, what is the shortest distance that can be traveled from a point C to a side c of a right triangle? The shortest distance from point C to a side c of this triangle is a segment that meets the side c in a right angle. Since both sides are 60 m, the angle between them is 22 deg. This means that the shortest distance between the two sides is about 6.9 miles.
What is the tangent of a 90 degree angle if the angle of a projectile from the air is about 60 degrees? To determine the tangent of an angle of a projectile from the air, divide the sine of the angle by the cosine of the angle. For angles of 90 degrees and 180 degrees, the tangent is undefined.
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