2/7×1/3 multiply and reduce the lowest form
Answers
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Concept:
A fraction of the form p/q expressed in lowest terms, that is, by multiplying the numerator by the denominator of the greatest common factor (p, q). A fraction of the form p/q expressed in lowest terms, that is, by multiplying the numerator by the denominator of the greatest common factor (p, q). Divide the numerator and denominator of a fraction by the GCF to reduce it. Sometimes, this is depicted as "cancelling" the common components. Keep in mind that the outcome is a simplex equivalent fraction.
Given:
The given product is 2/7×1/3.
Find:
We have to reduce the lowest form of the given product.
Solution:
The given product is 2/7 x 1/3.
We will multiply to each of them.
2/7 x 1/3 = 2/21
As we can see in the given fraction 2/21 it is not possible to reduce the form.
So, the lowest form is 2/21.
Hence, when we multiply 2/7×1/3 and reduce the lowest form we get 2/21.
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