0.480000000000004
We are given the equation, 100 - r = 99.52
The easiest way to do this, is to get r on one side, alone.
So, first we're going to add r to both sides (on the left side, - r + r will equal 0, so we'll be left with 100)
100 = 99.52 + r
Now, we can subtract 99.52 from both sides (on the right side, - 99.52 + 99.52 will equal 0, so we'll be left with r)
100 - 99.52 = r
And if we simplify, then
0.48 = r
so
r = 0.48
100 r = 99.52Divide each side of the equation by 100 :r = 99.52/100 = 0.9952
It is a linear equation in one variable r. The solution to the equation is r = 1.
Let y=ce^(rx). R^2+r+1=0. Quadratic equation to find R.
If you have the tax rate, as r% then 9.99*(1+r/100) is the after-tax amount.
A Diophantine Equation. In order to solve it, you should use Euclide's algorithm.
100 r = 99.52Divide each side of the equation by 100 :r = 99.52/100 = 0.9952
It is a linear equation in one variable r. The solution to the equation is r = 1.
25
r=0 is the solution...
It is an equation in the variable r.
If 100-r=99.52, r=100-99.52 and r=.48.
It is an equation and the value of r is 66
25
p+c=r.
cp-cv =R proved that//
r = 25
r = 4