Convert \[\dfrac{1}{4}lb\] into ounces?

Hint: For solving the given problem about units, we can convert the units by using suitable identities. In the given question, identities are to be used. Then, we are dividing the terms to solve the problem. In that way, we can conclude our result. For solving units, identities play an important role.

Complete step-by-step answer:
The above question is based on ounce and pound (lb), and we have to convert lb to ounce. Let us discuss the basic concept of ounce and lb.
Ounce: The ounce is the name of several different units of mass, weight or volume system of measurements. A unit of ounce is equal to one sixteenth of a lb (pound).
Lb: The lb has been translated as “pound weight”. Lb refers to pound by weight.
For the given problem, we can convert ounces to lb. So, for that identities need to be applied to the above problem.
We have to consider the identity as:
\[1lb = 16ounces\]
Using the above identity, we can divide it by \[4\]; it then becomes:
\[\dfrac{1}{4}lb = \dfrac{{16}}{4}ounces\]……. (A)
As we can find the ounces in \[\dfrac{1}{4}lb\]. So, solving the above equation as
Simplifying \[\dfrac{{16}}{4}\], we get:
\[ \Rightarrow \dfrac{{16}}{4} = 4\]
So, the equation (A) becomes:
\[\dfrac{1}{4}lb = 4ounces\]
In that way, we can conclude our result that there are \[4\] ounces in \[\dfrac{1}{4}lb\]

Note: The ounce and lb are the units mentioned in the question. So, for solving the problem, we can apply the identities. It simply referred to as ounce is a metric commonly used in the US to measure foods and other items, except precious metals. For solving, we have to convert the ounces to lbs by using the identities.