This is \(\frac{6.4\times10^{12}}{1.6\times10^3}=4\times10^{12-3}\rightarrow4\times10^9\)
These raise a number to a power. So for example, entering 2 x3 = results in 8,
entering 2 x2 = results in 4, and entering 2 xy 5 = results in 32
.
Use the "2nd" key, top left.
The answer is unique because:
r`(x) = f`(g(h(x)))*g`(h(x))*h`(x)
Hmm!
The velocity is given by v = -w*A*sin(wt+sigma)
The velocity is zero when wt + sigma = n*pi or: t = (n*pi - sigma)/w
Just type abs(x). For example: abs(-5) results in 5
Let y = ln(4t) dy/dt = 1/t
Then: g = 2ln(4y) or g = 2ln(4) + 2ln(y)
dg/dy = 2/y
dg/dt = dg/dy*dy/dt → (2/y)*(1/t) → 2/(t*ln(4t))
Note: I've assumed the equation is meant to be: e^(x) - 12*e^(-x) - 1 = 0, which is different from the way the original is written.
"If there is another way to solve this I would like to know, please"
Here is another approach: