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Which is better to buy?

5 oranges for 1.60$
or
7 oranges for 2.45$
I think they are both good prices

Yes, #1 is the better price by $0.03 !!

lol I could so see someone standing just doing to see which one is the `better buy I would walk up to them and say JUST GET SOME ORANGES!

The dollar sign goes BEFORE the numbers!

Just divide --

1.6/5 = ?

2.45/7 = ?

Which result is smaller?

I keep on forgetting where the dollar sign goes silly me * smacks myself*

and the result has to be that Number 1 is smaller

That's

You don't own me ...

If this weren't in a math problem I would've bought the 7 oranges for $2.45 in real life.

Thanks writeteacher I didn't understand this type of math and now I understand it so thank you and I am sorry for all the rude comments you get

because you are a teacher not a answer key so students don't have the right to get mad at you because you are just doing your job

here are the answers for "6 Grade Mathematics Putting It All Together: Ratios, Rates, Prop. Quiz Part 1 "

part 1 quiz ^^

1.) B or 12:30
2.) B & C or 18/27 & 30:45
3.) C or $9.95
4.) A or 245 words
5.) A & B or 3:6 and 5:10
6.) B or p = 28
7.) A or 1

I put it in A,B,C, and D order, aswell as in the answer its self <3

P.S - if you dont believe me, its fine <3 im not rlly begging for you guys to use these answers so its fine ->-

if u want to friend my roblox, its " empxriian " :>
baii

Can someone help me check my answers?

To determine which option is better to buy, you need to compare the price per orange for each option.

For the first option, you get 5 oranges for $1.60. To calculate the price per orange, divide the total cost by the number of oranges: $1.60 ÷ 5 = $0.32 per orange.

For the second option, you get 7 oranges for $2.45. Similarly, divide the total cost by the number of oranges: $2.45 ÷ 7 = $0.35 per orange.

Comparing the two prices, you can see that the first option offers oranges at $0.32 per orange, while the second option offers oranges at $0.35 per orange. Therefore, the first option is the better deal, as it offers a lower price per orange.