Question

Prove that ∫_0^(π/2)▒〖(√(tan⁡x )+√(cot⁡〖x)〗 )〗 dx=√2 π.

. ∫_0^(π/2)▒log⁡sin⁡〖x dx〗

. Evaluate ∫_1^4▒〖(x〗^2 -x)dx as the limit of a sum.

. Evaluate ∫_1^4▒〖(x〗^2 -x)dx as the limit of a sum. 22.∫_0^π▒(x dx)/(a^2 〖cos〗^2 x+b^2 〖sin〗^2 x)

∫▒√(1-4x-x^2 ) dx

^{Let x,y,z be three non-negative integers such that x+y+z=10.What is the maximum possible value of xyz+xy+yz+zx ?}

class 10 maths solution chapter 8 mp board

1. 2 5 19 -7
   
2. 35 -2 5/2 12

2cos²x+3sinx=0 what is the general solution

Imp sums pdf

 q no 10 a

Reduce the equation x+y+1=0 into normal form