Total number of animals in five villages are as follows:
Village A :80
Village B: 120
Village C: 90
Village D: 40
Village E: 60
Prepare a pictograph of these animals using one symbol $ \otimes $ to represent 10 animals and answer the following questions:
(a) How many symbols represent animals of village E?
(b) Which village has the maximum number of animals?
(c) Which village has more animals : village A or village C?

To do:

We have to prepare a pictograph of the given animals using the symbol \( \otimes \) to represent 10 animals and answer the given questions.

Solution:

 The pictograph for the given data is as follows:

Village	Number of animals                \( \otimes=10 \) animals
Village A	\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)
Village B	\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)
Village C	\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)
Village D	\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)
Village E	\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)\( \otimes \)

(a) There are 60 animals in village E. 

Therefore, 6 symbols represent animals of village E

(b) Village B has 120 animals.

Therefore, village B has the maximum number of animals.

(c) Village A has 80 animals and village C has 90 animals.

Therefore, village C has more animals than village A.