v+(v-24.5)+(v+30.7)=196.9

Simple and best practice solution for v+(v-24.5)+(v+30.7)=196.9 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 v+(v-24.5)+(v+30.7)=196.9 equation: 


Simplifying
v + (v + -24.5) + (v + 30.7) = 196.9

Reorder the terms:
v + (-24.5 + v) + (v + 30.7) = 196.9

Remove parenthesis around (-24.5 + v)
v + -24.5 + v + (v + 30.7) = 196.9

Reorder the terms:
v + -24.5 + v + (30.7 + v) = 196.9

Remove parenthesis around (30.7 + v)
v + -24.5 + v + 30.7 + v = 196.9

Reorder the terms:
-24.5 + 30.7 + v + v + v = 196.9

Combine like terms: -24.5 + 30.7 = 6.2
6.2 + v + v + v = 196.9

Combine like terms: v + v = 2v
6.2 + 2v + v = 196.9

Combine like terms: 2v + v = 3v
6.2 + 3v = 196.9

Solving
6.2 + 3v = 196.9

Solving for variable 'v'.

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

Add '-6.2' to each side of the equation.
6.2 + -6.2 + 3v = 196.9 + -6.2

Combine like terms: 6.2 + -6.2 = 0.0
0.0 + 3v = 196.9 + -6.2
3v = 196.9 + -6.2

Combine like terms: 196.9 + -6.2 = 190.7
3v = 190.7

Divide each side by '3'.
v = 63.56666667

Simplifying
v = 63.56666667

See similar equations:

| 6x-3x-8=16 | | 25x^8+15x-10x^4= | | 2x^2+6x=-5 | | 4x^3y^2+8x^3y^3+2x^5y^4= | | 6(5a-7b)+4-a= | | 4x^4-49=0 | | -2x^2+422x-4400=0 | | 375x^3-648y^3= | | 6(w-1)=8w+4-2(-5w-3) | | a^4+7a^3b-8a^2b^2=0 | | x^2-40=144 | | -2(2w-1)+2w=5+7(2w-1) | | 3x+11=4x-5 | | -8x^6-16x^5+280x^4=0 | | 3x+6=177 | | 5(-4x+1)=2(x-3) | | 3x=177 | | 5x-2x-8=16 | | -9-6u+8u^2=0 | | y-2+3(2y+1)=-2(y+1) | | 15m^2-22mn-5n^2=0 | | 2x+1=149 | | -40z^5+6z^4+4z^3=0 | | 4(w-1)-7=-3(-6w+5)-4w | | v+(v-33.2)+(v+26.3)=188.7 | | -36h^3+120h^2y-100hy^2=0 | | 7u-20=3(u+4) | | 6x=120 | | p^2=-16 | | 4c^2-12cp+9p^2=0 | | -7(y+5)=-9y-21 | | -5w-9=6(w+4) |

Equations solver categories