To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle 6x-19=-46$ 

Add $\displaystyle 19$ on both sides.

$\displaystyle 6x=-27$ 

Divide $\displaystyle 6$ on both sides.

$\displaystyle x=-4.5$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle 8(x+4)=6(x+1)$ 

Distribute the number to each term in the parentheses.

$\displaystyle 8x+32=6x+6$ 

Subtract $\displaystyle 6x$ and $\displaystyle 32$ on both sides.

$\displaystyle 2x=-26$ 

Divide $\displaystyle 2$ on both sides.

$\displaystyle x=-13$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle 9x-58=203$ 

Add $\displaystyle 58$ on both sides.

$\displaystyle 9x=261$ 

Divide $\displaystyle 9$ on both sides.

$\displaystyle x=29$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle 7x-48=-405$ 

Add $\displaystyle 48$ on both sides.

$\displaystyle 7x=-357$ 

Divide $\displaystyle 7$ on both sides.

$\displaystyle x=-51$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle 3(x-3)=4(x-4)$ 

Distribute the number to each term in the parentheses.

$\displaystyle 3x-9=4x-16$ 

Subtract $\displaystyle 3x$ and add $\displaystyle 16$ on both sides.

$\displaystyle x=7$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle 25x=1500$ 

Divide $\displaystyle 25$ on both sides.

$\displaystyle x=60$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation. 

$\displaystyle 36x=-1368$ 

Divide $\displaystyle 36$ on both sides.

$\displaystyle x=-38$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle -39x=-1599$

Divide $\displaystyle -39$ on both sides.

$\displaystyle x=41$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle \frac{x}{7}=9.2$ 

Multiply $\displaystyle 7$ on both sides.

$\displaystyle x=64.4$

To solve for the variable isolate it on one side of the equation by moving all other constants to the other side. To do this, perform opposite operations to manipulate the equation.

$\displaystyle \frac{-x}{13}=14.6$ 

Multiply $\displaystyle 13$ on both sides.

$\displaystyle -x=189.8$ 

Divide $\displaystyle -1$ on both sides.

$\displaystyle x=-189.8$