1822.50=1800.00(1+0.25r)

Simple and best practice solution for 1822.50=1800.00(1+0.25r) equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for 1822.50=1800.00(1+0.25r) equation: 


Simplifying
1822.50 = 1800.00(1 + 0.25r)
1822.50 = (1 * 1800.00 + 0.25r * 1800.00)
1822.50 = (1800 + 450r)

Solving
1822.50 = 1800 + 450r

Solving for variable 'r'.

Move all terms containing r to the left, all other terms to the right.

Add '-450r' to each side of the equation.
1822.50 + -450r = 1800 + 450r + -450r

Combine like terms: 450r + -450r = 0
1822.50 + -450r = 1800 + 0
1822.50 + -450r = 1800

Add '-1822.50' to each side of the equation.
1822.50 + -1822.50 + -450r = 1800 + -1822.50

Combine like terms: 1822.50 + -1822.50 = 0.00
0.00 + -450r = 1800 + -1822.50
-450r = 1800 + -1822.50

Combine like terms: 1800 + -1822.50 = -22.5
-450r = -22.5

Divide each side by '-450'.
r = 0.05

Simplifying
r = 0.05

See similar equations:

| 34-2x=10-8x | | 43x+13=56 | | -7x+20=-17x-10 | | -2t-2-4t+1= | | p=6t+4 | | 3x+10-x=30 | | 9y+1=4 | | 14-5*3/8= | | 3(3x+2)=12 | | 4(c+2)whenc=5 | | 4789.75=4600(1+0.25r) | | 2x(2x^2+4)=48 | | Ln(x)-ln(x-8)=6 | | 3a-2(a+7)=a+1 | | y=7cos(x) | | 4x+27=-3x+90 | | 17d+13=-89 | | u^2-16u+15=0 | | -4(-2k-7)+2(-1-k)= | | 4x^2+40x=16 | | 6a-3whena=4 | | 1168=730(1+0.15t) | | N^2=18n+140 | | 54=2*3n | | n^2=18n | | 48=3*2n | | -5+k=14 | | 29-2x=5-8x | | 2x^2+7=5 | | 20=2n*5 | | 2x+7=-25-6x | | 9w+2=83 |

Equations solver categories