" सeter the "sqrt(5)" एक "34" R "

A solid sphere has a radius R . If the radius of gyration of this sphere about its diameter is sqrt(2//5) R , show that the radius of gyration about the tangential axis of rotation is sqrt(7//5) R

sqrt(6354)xx34.993=?

Differentiate w. r. t. x : {sqrt (3x - 5) - frac{1}{ sqrt (3x - 5) }}^5

Find the derivative of sqrt(5-x) w.r.t. x .

Let oversetto a=3hati+2hatj+xhatk and oversettob=hati-hatj+hatK Some real x. Then |oversettoaxxoversettob|=r is possible if: A. 3 sqrt ((3 )/(2)) lt r lt 5sqrt ((3)/(2)) B. 0 lt r le sqrt ((3)/(2)) C. r ge 5 sqrt (( 3 )/(2)) D. sqrt (( 3 ) /(2) lt r le 3 sqrt ((3 ) /(2))

Distance between the lines 5x+3y-7=0\ a n d\ 15 x+9y+14=0 is (35)/(sqrt(34)) b. 1/(3sqrt(34)) c. (35)/(3sqrt(34)) d. 35//2sqrt(34)

Distance between the lines 5x+3y-7=0\ a n d\ 15 x+9y+14=0 is (35)/(sqrt(34)) b. 1/(3sqrt(34)) c. (35)/(3sqrt(34)) d. 35//2sqrt(34)

The length of the perpendicular drawn from the point P(3,4,5) on y -axis is a.3sqrt(2) b.5 c.sqrt(113) d.5sqrt(2) e.sqrt(34)

The length of the perpendicular drawn from the point P(3,4,5) on y-axis is a. 3sqrt(2) b. 5 c. sqrt(113) d. 5sqrt(2) e. sqrt34

What will be the area of a circle whose radius is sqrt 5 cm? एक वृत्त का क्षेत्रफल क्या होगा जिसकी त्रिज्या sqrt 5 सेमी है ?