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In a city, 40% of the people are illiter...

In a city, `40%` of the people are illiterate and `60%` are poor. Among the rich `10%` are illiterate. The `%` of the illiterate poor population is ?

A

36

B

60

C

40

D

50

Text Solution

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The correct Answer is:
B
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In a city, 40% of the adults are illiterate while 85% of the children are literate. If the ratio of the adults to that of the children is 2:3, then what percent of the population is literate?

In a town consisting of three localities X. Y and Z. the population of the three localities X, Y and Z are in the ratio 9: 8: 3. In locality X, 80% of the people are literate, in locality Y, 30% of the people are illiterate. If 90% people in locality Z are literate, find the percentage literacy in that town.

In a constituency, 40% of the voters are senior citizens. 40% of the senior citizen voters are illiterates and 25% of the non-senior citizen voters are literates. By what percentage is the number of literate senior citizens voters less than that of illiterate non-senior citizen voters ? एक निर्वाचन क्षेत्र में, 40% मतदाता वरिष्ठ नागरिक हैं | 40% वरिष्ठ नागरिक मतदाता अशिक्षित हैं तथा 25% गैर-वरिष्ठ नागरिक मतदाता शिक्षित हैं | निरक्षर गैर-वरिष्ठ नागरिक मतदाताओं की तुलना में साक्षर वरिष्ठ वरिष्ठ मतदाताओं की संख्या कितने प्रतिशत कम है?

In a constituency, 55% of the total number of voters are males and the rest are females. If 40% of the males are illiterate and 40% of the females are literate, then by what percent is the number of literate males more than that of illiterate females ? एक निर्वाचन क्षेत्र में, कुल मतदाताओं में से 55% पुरुष हैं तथा शेष महिलाएं हैं | यदि 40% पुरुष अशिक्षित हैं तथा 40% महिलाएं शिक्षित हैं, तो शिक्षित पुरुषों की संख्या अशिक्षित महिलाओं हैं संख्या से कितना प्रतिशत अधिक है?

Statement : Illiterate people are poor. Conclusions : I. All poor people are illiterate. II. Some poor people are illiterate.

The population of a village is 8000. Out of these, 80% are literate and of these literate people, 40% are women. Find the ratio of the number of literate women to the total population.

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