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    The population of a district is 373000, out of which 227000 are males. 69% of the population is literate. If 69% males are literate, then what percent
    Question

    The population of a district is 373000, out of which 227000 are males. 69% of the population is literate. If 69% males are literate, then what percentage of females are literate?

    A.

    70%

    B.

    69%

    C.

    68%

    D.

    67%

    Correct option is B

    Given:

    Total population = 373000

    Males = 227000

    Females = 373000 - 227000 = 146000

    Overall literate = 69%

    Literate males = 69% of males

    Formula Used:

    Literate = Percentage×Population\text{Percentage} \times \text{Population}​​

    Female literacy % = Literate femalesTotal females×100\dfrac{\text{Literate females}}{\text{Total females}} \times 100​​

    Solution:

    Total literates = 69%×37300 \times 37300​0 = 257370

    Literate males = 69%× \times​ 227000 = 156630

    Literate females = 257370 - 156630 = 100740

    Female literacy % =100740146000×100== \frac{100740}{146000}\times 100 =​ 69%

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