Best answer will definitely be marked the brainliest
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Answered by
2
Hey mate !!
Here's the answer !!
Given Number = 1.323232...
So let the number be x.
=> x =1.3232 -(1)
Now multiplying by 100 on both sides we get,
=> 100x = 132.3232 -(2)
Subtracting ( 2 ) from ( 1 ) we get,
100x - x = 132.3232 - 1.3232
=> 99x = 131
=> x = 131 / 99
Hence 1.3232.. can be expressed as 131 / 99 in the form of p / q.
Hope my answer helps !!
Cheers !!
Here's the answer !!
Given Number = 1.323232...
So let the number be x.
=> x =1.3232 -(1)
Now multiplying by 100 on both sides we get,
=> 100x = 132.3232 -(2)
Subtracting ( 2 ) from ( 1 ) we get,
100x - x = 132.3232 - 1.3232
=> 99x = 131
=> x = 131 / 99
Hence 1.3232.. can be expressed as 131 / 99 in the form of p / q.
Hope my answer helps !!
Cheers !!
Anonymous:
umm.. it's wrong ^^" the bar is only on the "2" not above "32" ur Answer is right according to ot
Answered by
7
hiii!!!
here's Ur answer...
given :- 1.32222222...
let x be = 1.3222222... --------(1)
multiply both sides by 10 since only 1 number is repeating.
10 × x = 10 × 1.3222222...
10x = 13.2222222... ---------(2)
subtract equation (1) from equation (2)
10x - x = 13.2222222... - 1.3222222...
9x = 11.9
x = 11.9/9
hence, p/q form of 1.3222222... is 11.9/9
hope this helps..!!
here's Ur answer...
given :- 1.32222222...
let x be = 1.3222222... --------(1)
multiply both sides by 10 since only 1 number is repeating.
10 × x = 10 × 1.3222222...
10x = 13.2222222... ---------(2)
subtract equation (1) from equation (2)
10x - x = 13.2222222... - 1.3222222...
9x = 11.9
x = 11.9/9
hence, p/q form of 1.3222222... is 11.9/9
hope this helps..!!
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