Q^2=225

Simple and best practice solution for Q^2=225 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 Q^2=225 equation: 


Simplifying
Q2 = 225

Solving
Q2 = 225

Solving for variable 'Q'.

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

Simplifying
Q2 = 225

Take the square root of each side:
Q = {-15, 15}

See similar equations:

| |1/3d-6=15| | | -5x+1=-6x-6 | | 5(x+1)=63-2x-2x | | 50=6(n+8)-(8n-6) | | 1-x+7x=55 | | -7x+4+2x=39 | | -33=-3(r+5)-3(-6r+6) | | 3x^4+7x^3+18x=0 | | 1-7x+3x=-27 | | 3b-5z=8 | | 19=3(g+3)+1 | | -1/12x=1/4 | | -38+6x=4(8x-3) | | 4(x-1)-2(3x-2)=3-5(x-3) | | 2(p+2)=16 | | 7/2=21/6 | | 18+5b=3b | | 2(c+14)=37 | | -(8+7p)=-6p-13 | | 11=-5x-5x-9 | | =13-v | | g/2-4g=20 | | (-2/5)x=-4/15 | | h-3/3=4 | | 5(6+5a)=4a-12 | | 7n+12*13n-16*6n=360 | | (7n+12)(13n-16)(6n)=360 | | 3h-10h=-14 | | 2c-2b=-14 | | Ln(x+7)+ln(x)=ln(18) | | -84=-4(3-4n)+2n | | 2(c-14)=37 |

Equations solver categories