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Mr. Pilgrim has a turkey farm. He has one male turkey for every 17 female turkeys. If he has 289 female turkeys, how many male turkeys does he have?

Can the number of female turkeys be expressed using exponents? If so, how?

Answer :

The farm has 17 male turkeys when there are 289 female turkeys, based on the provided ratio.

Mr. Pilgrim's turkey farm has a ratio of one male turkey to every seventeen female turkeys. Given that there are 289 female turkeys, to find the number of male turkeys, we divide the number of females by the ratio, which is 289 / 17.

This calculation results in 17 male turkeys because 289 divided by 17 is exactly 17. This means there is one male turkey for every 17 female turkeys, so the total of male turkeys would be 17.

In response to whether the number of female turkeys can be expressed using exponents, we can write 289 as 17 squared, which is 172 since 17 times 17 equals 289. Therefore, yes, the number of female turkeys can be expressed using exponents.

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Rewritten by : Barada

There are in total 17 Male Turkey in the farm

What is Division?

Division is one of the four basic operations of arithmetic, which are the methods through which numbers are joined to form new numbers. Addition, subtraction, and multiplication are the other operations.

Solution:

Here we will use the concept of basic division

Since, there is 1 male turkey for every 17 female turkey

Therefore, it can be said that

Total Male Turkeys for 289 Female Turkey = 289 / 17

Total Male Turkey = 17

Yes we can express the number of female turkey in exponent as [tex]17^{2}[/tex]

To learn more about Division from the given link

https://brainly.com/question/24662212

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