1. Each group of students has 2 students. If there are 10 groups, how many students are there in total? 2. A tree gives 9 fruits every season. How many fruits will the tree give in 2 seasons? 3. Susan has 3 chocolates. She wants to increase her chocolates by a factor of 8. How many chocolates will she have then?

Sure, let's tackle each problem step by step: --- ### **1. Calculating the Total Number of Students** **Problem:** Each group has 2 students. If there are 10 groups, how many students are there in total? **Solution:** To find the total number of students, multiply the number of students per group by the number of groups. \[ \text{Total Students} = \text{Students per Group} \times \text{Number of Groups} \] \[ \text{Total Students} = 2 \times 10 = 20 \] **Answer:** There are **20 students** in total. --- ### **2. Determining the Total Number of Fruits over Multiple Seasons** **Problem:** A tree gives 9 fruits every season. How many fruits will the tree give in 2 seasons? **Solution:** Multiply the number of fruits per season by the number of seasons. \[ \text{Total Fruits} = \text{Fruits per Season} \times \text{Number of Seasons} \] \[ \text{Total Fruits} = 9 \times 2 = 18 \] **Answer:** The tree will produce **18 fruits** in 2 seasons. --- ### **3. Increasing Chocolates by a Factor of 8** **Problem:** Susan has 3 chocolates. She wants to increase her chocolates by a factor of 8. How many chocolates will she have then? **Understanding "Increase by a Factor of 8":** The phrase "increase by a factor of 8" typically means multiplying the original amount by 8. **Solution:** \[ \text{New Number of Chocolates} = \text{Original Chocolates} \times \text{Factor} \] \[ \text{New Number of Chocolates} = 3 \times 8 = 24 \] **Answer:** Susan will have **24 chocolates** after the increase. --- If there's any other question or a different interpretation you'd like to explore, feel free to ask!