Question

5 find the first five multiples of the number 5.

Explanation:

Step1: Recall the definition of multiples

A multiple of a number \( n \) is obtained by multiplying \( n \) with an integer (starting from 1, 2, 3, ...). For the number 5, the first multiple is when we multiply 5 by 1: \( 5\times1 = 5 \). Wait, the first box has 1? Wait, maybe a typo? Wait, no, the first multiple of 5: wait, maybe the problem is to find the first five multiples, but the first box is filled with 1? Wait, no, let's correct. The first multiple of 5 is \( 5\times1 = 5 \), second is \( 5\times2 = 10 \), third \( 5\times3 = 15 \), fourth \( 5\times4 = 20 \), fifth \( 5\times5 = 25 \). Wait, maybe the first box was a mistake, but let's proceed.

Step2: Calculate the first multiple (correcting if needed)

Wait, the first box has "1", but that's incorrect. The first multiple of 5 is \( 5\times1 = 5 \). Then second: \( 5\times2 = 10 \). Third: \( 5\times3 = 15 \). Fourth: \( 5\times4 = 20 \). Fifth: \( 5\times5 = 25 \).

Answer:

5, 10, 15, 20, 25 (assuming the first box was a typo; the first multiple of 5 is 5, then 10, 15, 20, 25)