If d is the number of degrees contained in an angle, m is the number of minutes and s is the number of seconds, then the value of `(s-m)//(m-d)` is:

If D is the number of degrees and R is the number of radians in an angle theta, then which one of the following is correct?

Two regular polygons have sides m and n respectively . If the number of degrees in an angle of the first is equal to the number of radians in an angle of the second , show that , (n(m-2))/(m(n-2))=pi/(180)

A regular polygon has n times as many sides as another and the number of degrees in each interior angle of the first is m times the number of radians in that of the second. Find the number of sides of each polygon .

An electron is in a state with n=4. What are (a) the number of possible values of l, (b) the number of possible values of m_(l) , (c ) the number of poosible values of m_(s) , (d) the number of states in the n=4 shell, and (e) the number of subshells in the n=4 shell?

The sum of number of degrees, minutes and seconds of an angle is 43932. , find the angle in circular system .

If eleven A.M.s are inserted between 28 and 10, then find the number of integral A.M.s .

If m and n are whole numbers such that m^(n)=121, then the value of (m-1)^(n+1) is a 1 b.10 c.1000 d.121

If G, D and theta be the number of grades, degrees and radians in any angle, prove that : G=D+D/9 .

If eleven A.M. s are inserted between 28 and 10, then find the number of integral A.M. s.

Solve for X, if IX S 1. Two finite sets have m and n elements. The total number of subsets of the first set is 56 more than the total number of subsets of the second set. Find the value of m and n. respectively. can be the (f A and B be two sets containing 3 and 6 elements What