Solve for: 3((-6)/3-(-4))^3-(-2)

Expression: $3{\left( \left( -6 \right)\div3-\left( -4 \right) \right)}^{3}-\left( -2 \right)$

Divide the numbers

$3{\left( -2-\left( -4 \right) \right)}^{3}-\left( -2 \right)$

When there is a $-$ in front of an expression in parentheses, change the sign of each term of the expression and remove the parentheses

$3{\left( -2+4 \right)}^{3}-\left( -2 \right)$

When there is a $-$ in front of an expression in parentheses, change the sign of each term of the expression and remove the parentheses

$3{\left( -2+4 \right)}^{3}+2$

Calculate the sum

$3 \times {2}^{3}+2$

Evaluate the power

$3 \times 8+2$

Multiply the numbers

$24+2$

Add the numbers

$26$