y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1
y = xn ও g(x) = Inx দুইটি ফাংশন।
(d^ny)/(dx^n) =কত?
n!
nxn-1
(x^n+1)/(n+1)
(n+1)xn+1