Question

If an ice-cream cone weighs $ 50\,grams $ , how many ounces does it weigh?

Answer 1

Hint: In order to determine the weight of the ice-cream in ounces, let us divide the weight of the ice-cream by 1 ounce. Where the weight of one ounce equals $ 28.3495231\,grams $ and the weight of the ice-cream given is $ 50\,grams $ . Then, by evaluating it, we will obtain the required answer.

Complete step-by-step answer:
We know that one ounce equals $ 28.3495231\,grams $ which is approximately $ 28.4\,grams $ .
In order to determine the weight of the ice-cream in ounces, let us divide the weight of the ice-cream by 1 ounce. As the mass $ m $ in ounce $ \left( {oz} \right) $ is equal to the mass $ m $ in grams $ \left( g \right) $ divided by $ 28.4\,grams $ .
 $ {m_{\left( {oz} \right)}} = \dfrac{{{m_{\left( g \right)}}}}{{28.4}} $
Thus, we have,
 $ = \dfrac{{50}}{{28.4}} $
 $ = 1.76\,ounce $
Hence, the weight of the ice-cream cone is $ 1.76\,ounce $ .
So, the correct answer is “ $ 1.76\,ounce $ ”.

Note: The ounce is the name of several different units of mass, weight or volume. It is primarily used in the United States to measure packaged foods and food portions, postal items, areal density of fabric and paper, boxing gloves, and so on. The common value of ounce is $ 28.3495231\,grams $ . There are several other ounces which are in current use, they are troy ounce, $ 31.1034768\,grams $ , which is used for measuring the mass of precious metals such as gold, silver, platinum, palladium, rhodium, etc. Next is the ounce-force which is a measure of weight, i.e., force, based on one common ounce under standard gravity. Then, the fluid ounce is a measure of volume.