Simplify the following expression: 8𝑑2𝑦×3𝑑𝑦8d 2 y×3dy

The given expression is 8d²y × 3dy.

To simplify this expression, you can multiply the like terms together.

Step 1: Multiply the numerical coefficients together. 8 × 3 = 24.

Step 2: Multiply the 'd' terms together. d² × d = d³ (because d² is d × d and when you multiply it by another d, you add the exponents according to the laws of exponents).

Step 3: Multiply the 'y' terms together. y × y = y² (because y is y^1 and when you multiply it by another y, you add the exponents according to the laws of exponents).

So, the simplified expression is 24d³y².