Evaluate: (-3(2-5(2-8) * (-1+3)))/(4+(-3) * 2)

Expression: $\frac{ -3\left( 2-5\left( 2-8 \right) \times \left( -1+3 \right) \right) }{ 4+\left( -3 \right) \times 2 }$

Calculate the difference

$\frac{ -3\left( 2-5 \times \left( -6 \right) \times \left( -1+3 \right) \right) }{ 4+\left( -3 \right) \times 2 }$

Calculate the sum

$\frac{ -3\left( 2-5 \times \left( -6 \right) \times 2 \right) }{ 4+\left( -3 \right) \times 2 }$

Multiply the numbers

$\frac{ -3\left( 2-5 \times \left( -6 \right) \times 2 \right) }{ 4-6 }$

Calculate the product

$\frac{ -3\left( 2+60 \right) }{ 4-6 }$

Calculate the difference

$\frac{ -3\left( 2+60 \right) }{ -2 }$

Add the numbers

$\frac{ -3 \times 62 }{ -2 }$

Cancel out the common factor $-2$

$-3 \times \left( -31 \right)$

Multiply the numbers

$93$