4p+17.50=53.50;p

Simple and best practice solution for 4p+17.50=53.50;p 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 4p+17.50=53.50;p equation:



4p+17.50=53.50p
We move all terms to the left:
4p+17.50-(53.50p)=0
We add all the numbers together, and all the variables
4p-(+53.50p)+17.50=0
We add all the numbers together, and all the variables
4p-(+53.50p)+17.5=0
We get rid of parentheses
4p-53.50p+17.5=0
We add all the numbers together, and all the variables
-49.5p+17.5=0
We move all terms containing p to the left, all other terms to the right
-49.5p=-17.5
p=-17.5/-49.5
p=11.6666666667/33

See similar equations:

| 15x+5x+3=210 | | 2(1-n)=-22+n | | x2+5x+10=10 | | 2x-1/5=2x+1 | | (16*x)^2+(9*x)^2=(147^2) | | (16*x)^2+(9*x)^2-(147^2)=0 | | 4x-7=4x-10 | | X-6/4=x/3 | | ((1/7.535533906+2^(1/2))+22^(1/2)*x)/((1/7.535533906+2^(1/2))-x)=1 | | 14/34=x/244 | | 6x-(2x-10)=24 | | ((1/7.535533906+2^(1/2))+2*2^(1/2)*x)/((1/7.535533906+2^(1/2))-x)=1 | | 5y(y-2)=35 | | ((1/7.535533906+2^(1/2))+2*2^(1/2)*x)/((1/7.535533906+2^(1/2))-x)=4 | | C(100)=0.65x+4 | | ((1/7.535533906+2^(1/2))+2*2^(1/2)*x)/((1/7.535533906+2^(1/2))-x)=8 | | 2/7j-1/7=1/14 | | 52w=700 | | ((2+2^(1/2))+2^(1/2)*x)/((2+2^(1/2))-x)=0 | | ((2+2^(1/2))+2^(1/2)*x)/((2+2^(1/2))-x)=1 | | C(50)=0.65x+4 | | ((2+2^(1/2))+2^(1/2)x)/((2+2^(1/2))-x)=1 | | ((2+2^(1/2))+2^(1/2)x)/((2+2^(1/2))-x)=2 | | (2+2^(1/2)+2^(1/2)x)/(2+2^(1/2)-x)=2 | | 50=3/4k-18 | | t2=16 | | 50=(3/4)x-18 | | -7n-3(8n-8)=148 | | -3x2-9x+12=0 | | (3+x)/(3-x)=1 | | (3+x)/(3-x)=7/5 | | (2+2*x)/(2-x)=8 |

Equations solver categories