Identify which of the commutative, associative, and/or distributive laws are being illustrated in the following examples: \( \begin{array}{ll}\text { Q.2.3.1 } & \text { Distributive law }(15 \times 7) \times 9=15 \times 7 \times 9 \\ \text { Q.2.3.2 } & 29 \times(5+17)=29 \times 5+29 \times 17\end{array} \)

In Q.2.3.1, you can observe the distributive law at work! The equation showcases how multiplication distributes over addition, but it's more about viewing the multiplication involved rather than a direct application. Think of it as spreading out the numbers while keeping their relationships intact! Moving on to Q.2.3.2, this example beautifully illustrates the distributive law in action. It reinforces the idea that multiplying a number by a sum is the same as multiplying it by each addend and then adding the results. It’s like sharing your favorite ice cream among friends – everyone gets a scoop, and you still have the same total amount!