Solve (137(37)+115(33)+96(x)+150(14))/(37+33+x+14) | Equatix - Math Solver

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Example

3(r+2s)=2t-4

a⋅(b-2)=3b

3(r+2s)=2t-4

a⋅(b-2)=3b

Question

$$\frac{ 137(37)+115(33)+96(x)+150(14) }{ 37+33+x+14 }$$

Evaluate

$\frac{4\left(24x+2741\right)}{x+84}$

Short Solution Steps

Multiply $137$ and $37$ to get $5069$. Multiply $115$ and $33$ to get $3795$. Multiply $150$ and $14$ to get $2100$.

$$\frac{5069+3795+96x+2100}{37+33+x+14}$$

Add $5069$ and $3795$ to get $8864$.

$$\frac{8864+96x+2100}{37+33+x+14}$$

Add $8864$ and $2100$ to get $10964$.

$$\frac{10964+96x}{37+33+x+14}$$

Add $37$ and $33$ to get $70$.

$$\frac{10964+96x}{70+x+14}$$

Add $70$ and $14$ to get $84$.

$$\frac{10964+96x}{84+x}$$

Expand

$\frac{4\left(24x+2741\right)}{x+84}$

Short Solution Steps

Multiply $137$ and $37$ to get $5069$. Multiply $115$ and $33$ to get $3795$. Multiply $150$ and $14$ to get $2100$.

$$\frac{5069+3795+96x+2100}{37+33+x+14}$$

Add $5069$ and $3795$ to get $8864$.

$$\frac{8864+96x+2100}{37+33+x+14}$$

Add $8864$ and $2100$ to get $10964$.

$$\frac{10964+96x}{37+33+x+14}$$

Add $37$ and $33$ to get $70$.

$$\frac{10964+96x}{70+x+14}$$

Add $70$ and $14$ to get $84$.

$$\frac{10964+96x}{84+x}$$