Solve 240b:c20:4e^4:a7a^6

Evaluate

240 b \div (c \times 20) \div (4 e^{4}) \div (a \times 7 a^{6})

Use the commutative property to reorder the terms

240 b \div 20 c \div (4 e^{4}) \div (a \times 7 a^{6})

Multiply the terms

240 b \div 20 c \div 4 e^{4} \div (a \times 7 a^{6})

Multiply

More Steps

240 b \div 20 c \div 4 e^{4} \div 7 a^{7}

Divide the terms

More Steps

\frac{12 b}{c} \div 4 e^{4} \div 7 a^{7}

Divide the terms

More Steps

\frac{3 b}{e ^{4} c} \div 7 a^{7}

Multiply by the reciprocal

\frac{3 b}{e ^{4} c} \times \frac{1}{7 a ^{7}}

Multiply the terms

\frac{3 b}{e ^{4} c \times 7 a ^{7}}

Solution

\frac{3 b}{7 e ^{4} c a ^{7}}

Simplify the expression