Answer :
Answer:
1 more potato and 3 more carrots
Step-by-step explanation:
Well the ratio is 4:6 which can simplify to 2:3
you need to have an amount of potato's that can divide into two and an amount of carrots that can divide into 3
6 potato's and 9 carrots
I am not 100% sure this is correct lmk
Final answer:
You need to at least add one potato and two carrots to maintain the original recipe ratio of 2:3 (or 4 potatoes to 6 carrots) since you currently have a ratio of 5 potatoes to 6 carrots. The correct quantities keep the ratio accurate. Hence, the least quantities you can add are 1 potato and 2 carrots.
Explanation:
The subject of this question is ratio proportion in mathematics, specific to the quantities of potatoes and carrots required in a recipe. The original ratio is 4 potatoes to 6 carrots, simplified to 2:3. However, you have added 5 potatoes to 6 carrots, which does not follow the correct ratio. To rectify this, we need to figure out the least number of potatoes and carrots we can add to achieve the correct ratio.
To find the accurate amount, we need to follow the initial ratio which is 2:3 or in other words for every 2 potatoes we must have 3 carrots. Now we know that the quantity of carrots is correct for 4 potatoes (since 4 potatoes match with 6 carrots in the original ratio), however, we have 5 potatoes instead of 4. Therefore, you must add at least 1 more potato and 1.5 or rounded up, 2 more carrots to keep the ratio correct.
Therefore, one potato and two carrots are the least number of potatoes and carrots that you can add to get the right ratio of 4 potatoes to 6 carrots or 2:3.
Learn more about Ratio Proportions here:
https://brainly.com/question/26974513
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