What is expand der(4*sin(x)-e,x) ?

The solution to expand der(4*sin(x)-e,x) is 4dersin(x)-eder,x

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expand der(4*sin(x)-e,x)

expand

d er (4 \cdot sin (x) - e, x)

4 d er sin (x) - e d er, x

Solution steps

d er (4 sin (x) - e, x)

Apply the distributive law:

a (b - c) = ab - a c

a = d er, b = 4 sin (x), c = e, x

= d er \cdot 4 sin (x) - d ere, x

= 4 d er sin (x) - e d er, x

(6 m - 4 n = 1, 2) (3 m + n = 9)

e^{i x} + e^{i (x + \frac{π}{8})}

\frac{3 ( 1 + 5 e ^{6 x} )}{1 - 5 e ^{6 x}}

\frac{d}{d s} ((K (s)) (s + 3))

3 (5 c - 4 = 8 c + 2)

What is expand der(4*sin(x)-e,x) ?
The solution to expand der(4*sin(x)-e,x) is 4dersin(x)-eder,x