Solve the following:In `triangle LMN`, m `angleL=(frac(3pi)(4))^c` and m `angleN=30^@`.Find the measure of angleM both in degree and radians.

Select and write the correct answer from the given alternatives in each of the following:In triangleLMN , m angleL=(frac(3pi)(4))^c , m angleN=30^@ ,then m angle M

Select and write the correct answer from the given alternatives in each of the following:In a triangle of measures of two angles are (frac(3pi)(4))^c and 30^@ ,then the third angle in degree is

In triangleABC , if m angleA=frac(7pi^c)(36) ,m angleB=120^@ .Find m angleC in degree and radian.

Convert the following angles in degree frac(-5pi^c)(3)

Solve the following:The measures of the angles of a quadrilateral are in the ratio 2:3:6:7.Find their measures in degrees and in radians.

Solve the following equations. 4m+3n=18,3m-2n=5

The difference between two acute angles of a right angle triangle is (frac(pi)(6))^c find the measure of the angles in degrees.

The measures of angles of square ABCD are in the ratio 1:3:4:2. Find their measures in degrees and radians.

Two angles of a triangle are frac(5pi^@)(9) and frac(5pi^@)(18) .Find the degree and radian measure of third angle.

One angle of a quadrilateral has measure frac(2pi^@)(5) and the measures of other three angles are in the ratio 2:3:4.Find their measures in degree and radian.