Circular Measurement Of Angle

In a triangle ABC, ∠ABC = 75° and ∠ACB = $$frac{{{pi ^c}}}{4}$$. The circ

In a triangle ABC, ∠ABC = 75° and ∠ACB = $$frac{{{pi ^c}}}{4}$$. The circular measure of ∠BAC is:

ΔABC is right angled at B. If ∠A = 30°, what is the length of AB (in cm), if AC = 10 cm?

In ΔUVW measure of angle V is 90°. If tanU = $$frac{{12}}{5}$$ and UV = 10 cm, then what is the length (in cm.)…

The circular measure of the included angle formed by the hour hand and minute hand of a clock at 3 p.m. will be

What is the measure of central angle of the arc. Whose length is 11 cm and radius of the circle is 14 cm?

ΔABC is right angle at B. If m∠C = 45°. Then find the value of (cosecA – $$sqrt 3 $$ ) =?

The circular measure of an angle of an isosceles triangle is $$frac{{5pi }}{9}$$, circular measure of one of the other angles must be:

ΔDEF is right angled at E. If ∠D = 45°, then what is the value of cosecFcotD?

In ΔPQR measure of angle Q is 90°. If tanP = $$frac{4}{3}$$ and PQ = 1.5 cm. Then what is the length (in cm)…

In ΔXYZ Measure of angle Y is 90° if secX = $$frac{{17}}{8}$$ and XY = 0.8 cm. Then what is Length of side XZ?