if `rsintheta=(7)/(2) and rcostheta=(7sqrt(3))/(2),` then value of r is

If r sintheta=(7)/(2)andrcostheta=(7sqrt(3))/(2) then the value of theta is :

If r sin theta =7/2 and r costheta = (7sqrt3)/(2) then value of r is____

7sqrt(3)+2sqrt(27)

(sqrt7-sqrt3)^2

If sqrt(7sqrt(7sqrt(7sqrt(7))))=7^(x) then the value of x is

If rcostheta=1/3 rsintheta=1/sqrt3 , find value of r

If (rcostheta-sqrt(3))^(2)+(rsintheta-1)^(2)=0 then the value of (rtantheta+sectheta)/(rsec theta+tantheta) is equal to

(ii) if rcostheta=1 , r sintheta=1 find the value of r

Given rsintheta = sqrt(3), r+4sin theta = 2(sqrt(3)+1) where 0 le theta le 2pi Value of r will be-

Given rsintheta = sqrt(3), r+4sin theta = 2(sqrt(3)+1) where 0 le theta le 2pi Value of theta will be-