Answer
453.9k+ views
Hint: To solve this question, we will use the fact that 12 bananas are collectively called as one dozen bananas. So, one banana out of that is only $\dfrac{1}{12}$ of a dozen bananas. So, similarly 216 bananas will contain $\dfrac{216}{12}$ bananas, which is 18 dozen.
Complete step-by-step answer:
We have been asked in this question to find, how many dozen bananas are there in 216 bananas. So, first let us see how many bananas are there in a dozen bananas. One dozen means 12, so we can say that one dozen bananas contain 12 bananas. Hence, we can also say that 12 bananas are collectively considered as a dozen of bananas.
So, we can say that 1 banana is considered as $\dfrac{1}{12}$ of a dozen bananas.
So, for 216 bananas, we can say it is considered as $\dfrac{216}{12}$ dozen bananas. On simplifying this fraction, we get the value as 18, which means there are 18 dozen bananas.
Hence, we can say that there are 18 dozen bananas in 216 bananas.
Note: In our everyday life, we use a lot of terms in place of numbers, like dozen instead of 12, score instead of 20, gross in place of 144. So, it is advised that students should be familiar and well versed with these terms and the numbers related to them. The student will find it difficult to solve a simple question also if he is not aware of these terms.
Complete step-by-step answer:
We have been asked in this question to find, how many dozen bananas are there in 216 bananas. So, first let us see how many bananas are there in a dozen bananas. One dozen means 12, so we can say that one dozen bananas contain 12 bananas. Hence, we can also say that 12 bananas are collectively considered as a dozen of bananas.
So, we can say that 1 banana is considered as $\dfrac{1}{12}$ of a dozen bananas.
So, for 216 bananas, we can say it is considered as $\dfrac{216}{12}$ dozen bananas. On simplifying this fraction, we get the value as 18, which means there are 18 dozen bananas.
Hence, we can say that there are 18 dozen bananas in 216 bananas.
Note: In our everyday life, we use a lot of terms in place of numbers, like dozen instead of 12, score instead of 20, gross in place of 144. So, it is advised that students should be familiar and well versed with these terms and the numbers related to them. The student will find it difficult to solve a simple question also if he is not aware of these terms.
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