Question

Mark (5) if the question cannot be answered on the basis of the three statements.
Q: Find the number of elephants in a group of elephants and lions?
A The total number of elephants is two-third that of rhinos.
B. The total number of lions is one-fourth that of elephants.
C. If 10 monkeys, which is (5/4) times of the lions, are included in the group, the total number of animals rises to 50.
3
05
04
0 1
02​

Answer 1

Explanation:

05 elephant

04 lion

hope it will help you

Answer 2

Answer:

Explanation:

The question can not be answered on the basis of the three statements.

The question is given to find out the number of elephants in the group of lions and elephants. The total number of elephants is two-third that of rhinos.But the number of rhinos is not declared in the question. Again The total number of lions is one-fourth that of elephants. $10$ monkeys are added in this group which is $\frac{5}{4}$ of the lions . The total number of animals is $50$ including monkeys.Here the relationships are given which will help us to count the animals numbers.But the exact number of any of the animals is not given .For this reason we are unable to make count of the elephants.

So we can mark this $05$.

#SPJ2