In an icecream parlour there are \(3\) types of icecreams.
There were,
\(\frac{2}{5}\) \(\text{kg}\) of blueberry flavour, \(\frac{9}{5}\) \(\text{kg}\) of strawberry flavour and \(\frac{15}{5}\) \(\text{kg}\) of Mango icecream.
The icecream vendor puts equal amount of icecream in each cup, that is \(\frac{1}{20}\) \(\text{kg}\) of ice cream in each cup.
a. Total amount of icecream in the parlour \(=\) \(\text{kg}\)
b. Number of cups used if \(\frac{1}{20}\) \(\text{kg}\) of ice cream is in each cup \(=\)
c. If there are \(15\) cups. How much icecream is in each cup? \(=\) \(\text{kg}\)
d. Total amount of icecream combining blueberry and strawberry flavours \(=\) \(\text{kg}\)
[NOTE: With Simplification]