Solve 2025/1/15/y^2k-2024

Evaluate

\frac{2025}{1} \div (\frac{15}{y ^{2}} \times k) - 2024

Divide the terms

2025 \div (\frac{15}{y ^{2}} \times k) - 2024

Multiply the terms

2025 \div \frac{15 k}{y ^{2}} - 2024

Divide the terms

More Steps

\frac{135 y ^{2}}{k} - 2024

Reduce fractions to a common denominator

\frac{135 y ^{2}}{k} - \frac{2024 k}{k}

Solution

\frac{135 y ^{2} - 2024 k}{k}

2025/1/15/y^2k 2024