24.4343..... In p/q form
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hiii!!!
here's Ur answer...
we have to write 24.434343... in p/q form.
let x = 24.434343... --------(1)
multiplying both sides by 100 since two numbers are repeating.
100 × x = 100 × 24.434343...
100x = 2443.434343... --------(2)
subtract equation (1) from equation (2)
100x - x = 2443.434343... - 24.434343..
99x = 2419
x = 2419/99
hence, 24.434343... = 2419/99
hope this helps..!!
here's Ur answer...
we have to write 24.434343... in p/q form.
let x = 24.434343... --------(1)
multiplying both sides by 100 since two numbers are repeating.
100 × x = 100 × 24.434343...
100x = 2443.434343... --------(2)
subtract equation (1) from equation (2)
100x - x = 2443.434343... - 24.434343..
99x = 2419
x = 2419/99
hence, 24.434343... = 2419/99
hope this helps..!!
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