f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1
f(ɑ) = 1/sinɑ এবং g(ɑ) = tanɑ
দেখাও যে,tan-1 {f(cos-1x)} -tan¹ {g(sin-1x)} =tan-1 (((1-x) sqrt(1-x^2))/(1+x-x^2)) x2 +y2 =1