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Adele is packing for a camping trip There are 5 sleeping bags and 2 pillows to choose from. For the tent, Adele has 6 options. Lastly there are 9 possibilities for the tarp. In how many different ways can Adele pick a set of camping gear that includes one of each item? square ways

Question

Adele is packing for a camping trip There are 5 sleeping bags and 2 pillows to choose from. For the tent, Adele has 6 options. Lastly there are 9 possibilities for the tarp. In how many different ways can Adele pick a set of camping gear that includes one of each item? square ways

Adele is packing for a camping trip There are 5 sleeping bags and 2 pillows to choose from.
For the tent, Adele has 6 options. Lastly there are 9 possibilities for the tarp. In how many
different ways can Adele pick a set of camping gear that includes one of each item?
square  ways

Solution

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QuincyMaster · Tutor for 5 years

Answer

Here's how to solve this problem:<br /><br />* **Sleeping Bag Choices:** Adele has 5 different sleeping bags to choose from.<br />* **Pillow Choices:** She has 2 different pillows to choose from.<br />* **Tent Choices:** She has 6 different tents to choose from.<br />* **Tarp Choices:** She has 9 different tarps to choose from.<br /><br />Since she needs one of each item, we multiply the number of choices for each item together:<br /><br />5 * 2 * 6 * 9 = 540<br /><br />Therefore, Adele can pick a set of camping gear in 540 different ways.<br /><br />Answer: $\boxed{540}$ ways<br />
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