Lutasin ang -sqrt{2}xcos(pi/12)*sqrt{3}

$$- \sqrt { 2 } x \cos ( \frac { \pi } { 12 } ) \times \sqrt { 3 }$$

I-evaluate

$$-\frac{9659258262890683\sqrt{6}x_{0}}{10000000000000000}$$

Mga Hakbang ng Solution

Evaluate trigonometric functions in the problem

$$-\sqrt{2} x 0.9659258262890683 \cdot \sqrt{3}$$

I-multiply ang 0.9659258262890683 at -1 para makuha ang -0.9659258262890683.

$$-0.9659258262890683\sqrt{2}x_{0}\sqrt{3}$$

Para i-multiply ang \sqrt{2} at \sqrt{3}, i-multiply ang mga numero sa ilalim ng square root.

$$-0.9659258262890683\sqrt{6}x_{0}$$

I-differentiate ang w.r.t. x_0

$$-\frac{9659258262890683 \sqrt{6}}{10000000000000000} = -2\frac{3660254037844388}{10000000000000000} = -2.366025403784439$$