Basic Math Examples

$(36 w^{3} + 6 w^{2} + 48 w + 32) \div (6 w + 3)$

Step 1

Factor $2$ out of $36 w^{3} + 6 w^{2} + 48 w + 32$ .

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Step 1.1

Factor $2$ out of $36 w^{3}$ .

$(2 (18 w^{3}) + 6 w^{2} + 48 w + 32) \div (6 w + 3)$

Step 1.2

Factor $2$ out of $6 w^{2}$ .

$(2 (18 w^{3}) + 2 (3 w^{2}) + 48 w + 32) \div (6 w + 3)$

Step 1.3

Factor $2$ out of $48 w$ .

$(2 (18 w^{3}) + 2 (3 w^{2}) + 2 (24 w) + 32) \div (6 w + 3)$

Step 1.4

Factor $2$ out of $32$ .

$(2 (18 w^{3}) + 2 (3 w^{2}) + 2 (24 w) + 2 (16)) \div (6 w + 3)$

Step 1.5

Factor $2$ out of $2 (18 w^{3}) + 2 (3 w^{2})$ .

$(2 (18 w^{3} + 3 w^{2}) + 2 (24 w) + 2 (16)) \div (6 w + 3)$

Step 1.6

Factor $2$ out of $2 (18 w^{3} + 3 w^{2}) + 2 (24 w)$ .

$(2 (18 w^{3} + 3 w^{2} + 24 w) + 2 (16)) \div (6 w + 3)$

Step 1.7

Factor $2$ out of $2 (18 w^{3} + 3 w^{2} + 24 w) + 2 (16)$ .

$2 (18 w^{3} + 3 w^{2} + 24 w + 16) \div (6 w + 3)$

Step 2

Factor $3$ out of $6 w + 3$ .

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Step 2.1

Factor $3$ out of $6 w$ .

$2 (18 w^{3} + 3 w^{2} + 24 w + 16) \div (3 (2 w) + 3)$

Step 2.2

Factor $3$ out of $3$ .

$2 (18 w^{3} + 3 w^{2} + 24 w + 16) \div (3 (2 w) + 3 (1))$

Step 2.3

Factor $3$ out of $3 (2 w) + 3 (1)$ .

$2 (18 w^{3} + 3 w^{2} + 24 w + 16) \div 3 (2 w + 1)$