X→∞Lt2xsin b2x=?

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$b^{- 1}$

$1 - b$

$b^{2}$

$b$

লগইন করুন

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

X→∞Lt2xsin b2x=?

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$

$\overset{L t}{X \to \infty} 2 x \sin \frac{b}{2^{x}} = ?$