I am not good with math, I have this equation (very simple to most) but I need help on how to get the value of x
10 = x - (1.29 + 4.99% of x)
my question is how to calculate x IOW what is the formula used to get the value of x, if that makes sense?
Thank you.
$4.99 \% = \dfrac{4.99\%}{100\%} = 0.0499$.
So your equation becomes:
$$10=x-(1.29+0.0499x) \iff 10 = x - 1.29 - 0.0499x$$
Combining "like terms"
$$\iff 10 = (1 - 0.0499)x - 1.29 = 0.9501x - 1.29$$
Now add $1.29$ to both sides of the above equation to get:
$$10 + 1.29 = 0.9501 x \iff 11.29 = 0.9501 x$$
Then divide both sides by $0.9501$ to obtain $x$:
$$\dfrac{11.29}{0.9501} = x$$