Riya, Teena and John are three friends. They meet after long time. They go to enjoy PIZZA together. While Riya wants capsicum and onion as toppings in her pizza, John wants mushroom and pepperoni and Teena wants to have black olives and capsicum. After much discussion they finally agree to have a combination of all the toppings with equal number of pieces of each type.
1. What is the fraction of mushrooms in all the toppings in this pizza?
Q2. If there are total 20 pieces of capsicum and fraction of capsicum pieces is 1/5 of total toppings, find the total number of pieces of all the toppings in the pizza.
Q3 Find the fraction of choice of Riya's toppings in Pizza.
Q4. What the sum of fractions of all the five toppings?
Answers
Answer:
Q1 Answer is the piece of Pizza is 6
Given :- Riya, Teena and John are three friends. They meet after long time. They go to enjoy PIZZA together. While Riya wants capsicum and onion as toppings in her pizza, John wants mushroom and pepperoni and Teena wants to have black olives and capsicum. After much discussion they finally agree to have a combination of all the toppings with equal number of pieces of each type.
(1) What is the fraction of mushrooms in all the toppings in this pizza ?
Answer :-
given that, the combination of all the toppings with equal number of pieces of each type .
so,
→ Total toppings = capsicum , onion , mushroom , pepperoni , black olives . = 5
then,
→ fraction of mushrooms = (1/5) .
(2) If there are total 20 pieces of capsicum and fraction of capsicum pieces is 1/5 of total toppings, find the total number of pieces of all the toppings in the pizza.
Answer :-
given that,
→ (1/5) capsicum = 20 pieces
so,
→ 1 = 20 * 5 = 100 pieces .
therefore, total number of pieces of all the toppings in the pizza is 100 .
(3) Find the fraction of choice of Riya's toppings in Pizza. ?
Answer :-
→ Choice of Riya = capsicum , onion .
so,
→ Fraction of choice = (1/5) + (1/5) = (2/5)
(4) What the sum of fractions of all the five toppings ?
Answer :-
→ sum of all fractions = (1/5) + (1/5) + (1/5) + (1/5) + (1/5) = (5/5) = 1 .
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