∫ sec2(ax+b)dx= কত?

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

$\int s e c^{2} (a x + b) d x = ক ত ?$

a tan (ax +b )+c

$\frac{1}{a} \tan (a x + b) + c$

b tan (ax +b) +c

$\frac{1}{b} \tan (a x + b) + c$

1995

লগইন করুন