Basic Math Examples

$59 \cdot 16$ , $8 + 41 \cdot 10$ , $2 + 59 \cdot 10$ , $2 + 41 \cdot 16$ , $8$

Step 1

Multiply $59$ by $16$ .

$944, 8 + 41 \cdot 10, 2 + 59 \cdot 10, 2 + 41 \cdot 16, 8$

Step 2

Multiply $41$ by $10$ .

$944, 8 + 410, 2 + 59 \cdot 10, 2 + 41 \cdot 16, 8$

Step 3

Add $8$ and $410$ .

$944, 418, 2 + 59 \cdot 10, 2 + 41 \cdot 16, 8$

Step 4

Multiply $59$ by $10$ .

$944, 418, 2 + 590, 2 + 41 \cdot 16, 8$

Step 5

Add $2$ and $590$ .

$944, 418, 592, 2 + 41 \cdot 16, 8$

Step 6

Multiply $41$ by $16$ .

$944, 418, 592, 2 + 656, 8$

Step 7

Add $2$ and $656$ .

$944, 418, 592, 658, 8$

Step 8

The mean of a set of numbers is the sum divided by the number of terms.

$\frac{944 + 418 + 592 + 658 + 8}{5}$

Step 9

Simplify the numerator.

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Step 9.1

Add $944$ and $418$ .

$\frac{1362 + 592 + 658 + 8}{5}$

Step 9.2

Add $1362$ and $592$ .

$\frac{1954 + 658 + 8}{5}$

Step 9.3

Add $1954$ and $658$ .

$\frac{2612 + 8}{5}$

Step 9.4

Add $2612$ and $8$ .

$\frac{2620}{5}$

Step 10

Divide $2620$ by $5$ .

$524$