The shadow of a flag staff is 3 times as long as shadow of the flag-staff when the sunrays meet the ground at an angle of `60^@`. Find the angle between the sun rays and the ground at the time of longer shadow.

The shadow of a flag staff is 3 xx as long as shadow of the flag-staff when the sunrays meet the ground at an angle of 60^(@). Find the angle between the sun rays and the ground at the time of longer shadow.

The shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun days meet the ground at an angle of 60^@ . Find the angle between the sun rays and the ground at the time of longer shadow?

The shadow of a flag-staff is three times as long as the shadow of the flag-staff when the sun rays meet the ground at an angle of 60dot . Find the angle between the sun rays and the ground at the time of longer shadow.

The shadow of a flag-staff is three xx as long as the shadow of the flag-staff when the sun rays meet the ground at an angle of 60^(@) . Find the angle between the sun rays and the ground at the time of longer shadow.

The shadow of a flagstaff is three times as long as the shadow of the flagstaff when the sun rays meet the ground at 60^(@) . Find the angle between the sun rays and the ground at the time of longer shadow

The shadow of a flagstaff is three times as shadow when the sun's rays meet the ground of 60^(@) . Find the angle between the sun's rays and the ground at the time of longer shadow.

The shadow of a tower at a time is three times as long as its shadow when the angle of elevation of the Sun is 60^(@) . Find the angle of elevation of the Sum at the time of the longer shadow.

A pole and its shadow have same length, find the angle of the sun ray made with the earth at that time.

The shadow of a pole is sqrt(3) times longer the angle of elevation of sun is equal to