(x)/(8)

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4int(sqrt(a^(6)+x^(8)))/(x)dx is equalto sqrt(a^(6)+x^(8))+(a^(3))/(2)ln|(sqrt(a^(6)+x^(8))+a^(3))/(sqrt(a^(6)+x^(8))-a^(3))|+ca^(6)ln|(sqrt(a^(6)+x^(8))-a^(3))/(sqrt(a^(6)+x^(8))+a^(3))|+csqrt(a^(6)+x^(8))+(a^(3))/(2)ln|(sqrt(a^(6)+x^(8))-a^(3))/(sqrt(a^(6)+x^(8))+a^(3))|+c|(sqrt(a^(6)+x^(8))+a^(3))/(sqrt(a^(6)+x^(8))-a^(3))|+c

4int(sqrt(a^(6)+x^(8)))/(x)dx is equal to a) sqrt(a^(6)+x^(8))+(a^(3))/(2)ln|(sqrt(a^(6)+x^(8))+a^(3))/(sqrt(a^(6)+x^(8))-a^(3))|+c b) a^(6)ln|(sqrt(a^(6)+x^(8))-a^(3))/(sqrt(a^(6)+x^(8))+a^(3))|+c c) sqrt(a^(6)+x^(8))+(a^(3))/(2)ln|(sqrt(a^(6)+x^(8))-a^(3))/(sqrt(a^(6)+x^(8))+a^(3))|+c d) a^(6)ln|(sqrt(a^(6)+x^(8))+a^(3))/(sqrt(a^(6)+x^(8))-a^(3))|+c

Find the value of int_0^(2pi) (xsin^8 x)/(sin^8 x + cos^8 x)dx

4int(sqrt(a^6+x^8))/x dx is equal to (a) sqrt(a^6+x^8)+(a^3)/2ln|(sqrt(a^6+x^8)+a^3)/(sqrt(a^6+x^8)-a^3)|+c (b) a^6ln|(sqrt(a^6+x^8)-a^3)/(sqrt(a^6+x^8)+a^3)|+c (c) sqrt(a^6+x^8)+(a^3)/2ln|(sqrt(a^6+x^8)-a^3)/(sqrt(a^6+x^8)+a^3)|+c (d) a^6ln|(sqrt(a^6+x^8)+a^3)/(sqrt(a^6+x^8)-a^3)|+c

4int(sqrt(a^6+x^8))/x dx is equal to (a) sqrt(a^6+x^8)+(a^3)/2ln|(sqrt(a^6+x^8)+a^3)/(sqrt(a^6+x^8)-a^3)|+c (b) a^6ln|(sqrt(a^6+x^8)-a^3)/(sqrt(a^6+x^8)+a^3)|+c (c) sqrt(a^6+x^8)+(a^3)/2ln|(sqrt(a^6+x^8)-a^3)/(sqrt(a^6+x^8)+a^3)|+c (d) a^6ln|(sqrt(a^6+x^8)+a^3)/(sqrt(a^6+x^8)-a^3)|+c

8x^(3)+8x-5

sin ^ (8) x-cos ^ (8) x = 1

If 0.8 : X :: 5 : 8, then X is equal to : यदि 0.8 : X :: 5 : 8, तो X किसके बराबर है ?