A store is selling two different types of confetti. One type sells for $2 a pound and a second type sells for $5 a pound. How many pounds of the $2 confetti would the store need to mix together with...


A store is selling two different types of confetti. One type sells for $2 a pound and a second type sells for $5 a pound.<br>How many pounds of the $2 confetti would the store need to mix together with the $5 confetti to get a 10-pound<br>mixture that sells for $3.10 a pound (round your answer to the nearest pound)?<br>O 5 pounds<br>O 6 pounds<br>O 4 pounds<br>O 8 pounds<br>lacBoo<br>80<br>000<br>O00<br>DII<br>DD<br>F3<br>F4<br>F5<br>F6<br>

Extracted text: A store is selling two different types of confetti. One type sells for $2 a pound and a second type sells for $5 a pound. How many pounds of the $2 confetti would the store need to mix together with the $5 confetti to get a 10-pound mixture that sells for $3.10 a pound (round your answer to the nearest pound)? O 5 pounds O 6 pounds O 4 pounds O 8 pounds lacBoo 80 000 O00 DII DD F3 F4 F5 F6

Jun 05, 2022
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