Question

How many lbs against $8$ oz?

Answer 1

Hint:
Before you answer the question first you need to know what oz and lbs stands for. Oz is the representation for ounces and the lbs is for pounds. Ounces and pounds are the unit of weight. To convert an ounce measurement to a pound, we can use a simple formula that is one ounce is equal to $\dfrac{1}{{16}}$ of a pound or in mathematical formula we can write it as $pounds = ounces \div 16$.

Complete Step by Step Solution:
Whenever you have some conversion first you need to know what type of conversion we should do, to do that what is oz and lbs you should understand. Oz is the representation for ounces and the lbs is for pounds. So the ounces and pounds are the unit of weight.
Now, to from ounce measurement to pound measurement, we can make use of a simple formula that is ounce is equal to $\dfrac{1}{{16}}$ of a pound or in mathematical formula we can write it as $pounds = ounces \div 16$.
To convert $8$ ounces to pounds we can write as below by using the above formula, we get
$pounds = 8 \div 16$ which can be written as
$pounds = \dfrac{8}{{16}}$
On simplifying the above equation, we get
$pounds = \dfrac{1}{2}$ lbs or $0.5$ lbs.

Therefore $8$ oz equal to $0.5$ lbs.

Note:
Whenever they give a conversion formula, even though you know the conversion formula but you do not know the representation for a unit of measurement then you will not be able to solve the problem. Make sure you have proper knowledge on representations like oz for ounces and lbs for pounds in the given question.