da must thoose a shit and a pair of pants for today's outfit. She has 4 shirts and 2 pairs of pants to choose from. How many different outfits can she

It looks like you're asking how many different outfits someone can create by choosing one shirt and one pair of pants from their options. Let's break it down: - **Number of shirts available:** 4 - **Number of pairs of pants available:** 2 To find the total number of different outfits possible, you can use the **multiplication principle** of counting. This principle states that if you have multiple independent choices, you multiply the number of options for each choice together. **Calculation:** \[ \text{Total outfits} = \text{Number of shirts} \times \text{Number of pants} \] \[ \text{Total outfits} = 4 \times 2 = 8 \] **So, she can create 8 different outfits** by combining her 4 shirts with her 2 pairs of pants. **Example Outfits:** 1. Shirt 1 + Pants A 2. Shirt 1 + Pants B 3. Shirt 2 + Pants A 4. Shirt 2 + Pants B 5. Shirt 3 + Pants A 6. Shirt 3 + Pants B 7. Shirt 4 + Pants A 8. Shirt 4 + Pants B Each combination represents a unique outfit.