निम्नलिखित रेडियन माप के संगत डिग्री माप ज्ञात कीजिए|
` ((2pi)/( 15) )^(c) " "(ii) ((7pi)/( 12) ) ^(c)" "(iii) ((1)/(4) )^(c) " " (iv) ((11)/( 16)) ^(c) `

Express the following angle in degrees. (i) ((5pi)/(12))^(c) " " (ii) -((7pi)/(12))^(c) (iii) (1^(c))/(3) " " (iv) -(2pi^(c))/(9)

Express the following angle in degrees. (i) ((5pi)/(12))^(c) " " (ii) -((7pi)/(12))^(c) (iii) (1^(c))/(3) " " (iv) -(2pi^(c))/(9)

Express the following angle in degrees. (i) ((5pi)/(12))^(c) " " (ii) -((7pi)/(12))^(c) (iii) (1^(c))/(3) " " (iv) -(2pi^(c))/(9)

Express the following angle in degrees. (i) ((5pi)/(12))^(c) " " (ii) -((7pi)/(12))^(c) (iii) (1^(c))/(3) " " (iv) -(2pi^(c))/(9)

Find the degree measure corresponding to the following radian measures: ((2 pi)/(15))^(c)( ii) ((pi)/(8))^(c) (iii) ((1)/(4))^(c)(iv-2^(c))(v)6^(c)(vi)((11)/(16))^(c)

If A = (pi )/(4) , B = ( 5pi )/(12) " then " a + sqrt( 2 ) c=

Find the degree measure corresponding to the following radian measures: ((2pi)/(15))^c (ii) (pi/8)^c (iii) (1/4)^c (iv -2^c ) (v) 6^c (vi) ((11)/(16))^c

Express each of the following angles in degrees. (i) ((5pi)/12)^(c ) , (ii) - ((18pi)/5)^(c ) , (iii) (5/6)^(c ) , (iv) -4^(c )