Villages | Number of animals |
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? |
Answer:
Given, 10 animals are represented by 1 symbol \[\otimes \]. \[\therefore \] 1 animal is represented by 1/10 symbol \[\otimes \] For village A. 80 animals are represented by \[\frac{80\times 1}{10}\] = 8 symbols \[\otimes \] For village B. 120 animals are represented by \[\frac{120\times 1}{10}\] = 12 symbols \[\otimes \] For village C. 90 animals are represented by \[\frac{90\times 1}{10}\] = 9 symbols \[\otimes \] For village D. animals are represented by \[\frac{40\times 1}{10}\] = 4 symbols \[\otimes \] For village E. nimals are represented by\[\frac{60\times 1}{10}\] = 6 symbols \[\otimes \] Then, we have the following pictograph. (a) It is clear from the pictograph, that 6 symbols represent animals of village E. (b) It is clear from the pictograph, that village B has the maximum number of animals i.e. 120 animals. (c) From the pictograph, number of animals in village A = 80 Number of animals in village C = 90 \[\because \] 90 > 80 \[\because \] Village C has more animals.
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