Solve 500 ཧ 300 350 300 600 330 650 + 100 300 a - 3sqrt(0) + 80; - 350 + 80 600 600 - 6sqrt(0) + 80 | 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

$$\left. \begin{array} { l } { 300 } \\ { 300 } \\ { 300 } \\ { 600 } \\ { 3300 } \\ { 300 } \\ { 300 } \\ { - 3500 } \\ { 600 } \\ { 600 } \\ { 600 } \\ { 600 } \end{array} \right.$$

Evaluate

$-10700$

Solution Steps

Subtract $300$ from $300$ to get $0$.

$$-300-600-3300-300-300-3500-600-600-600-600$$

Subtract $600$ from $-300$ to get $-900$.

$$-900-3300-300-300-3500-600-600-600-600$$

Subtract $3300$ from $-900$ to get $-4200$.

$$-4200-300-300-3500-600-600-600-600$$

Subtract $300$ from $-4200$ to get $-4500$.

$$-4500-300-3500-600-600-600-600$$

Subtract $300$ from $-4500$ to get $-4800$.

$$-4800-3500-600-600-600-600$$

Subtract $3500$ from $-4800$ to get $-8300$.

$$-8300-600-600-600-600$$

Subtract $600$ from $-8300$ to get $-8900$.

$$-8900-600-600-600$$

Subtract $600$ from $-8900$ to get $-9500$.

$$-9500-600-600$$

Subtract $600$ from $-9500$ to get $-10100$.

$$-10100-600$$

Subtract $600$ from $-10100$ to get $-10700$.

$$-10700$$

Factor

$-10700$