mathematics question 3
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Answered by
3
hey!!
here is your answer >>>
(I) 0.66666 = x
10x = 6.6666
subtract =
10x = 6.666
x = 0.6666
9x = 6
x = 6/9
=> 2/3 is the answer,
(ii) 0.4747 = x
100x = 47.4747
subtract ,
100x = 47.47
x = 0.47
99x = 47
x = 47/99
(III) 0.001 = x
1000x = 1.001
subtract,
999x = 1
x = 1/999
Hope my answer helps!
here is your answer >>>
(I) 0.66666 = x
10x = 6.6666
subtract =
10x = 6.666
x = 0.6666
9x = 6
x = 6/9
=> 2/3 is the answer,
(ii) 0.4747 = x
100x = 47.4747
subtract ,
100x = 47.47
x = 0.47
99x = 47
x = 47/99
(III) 0.001 = x
1000x = 1.001
subtract,
999x = 1
x = 1/999
Hope my answer helps!
Anonymous:
awesome !
Answered by
1
x= 0.001
multiply by 1000 on both sides if the equation.
x * 1000= 0.001*1000
1000x= 001.001
subtract eq 2 by eq 1
1000x - x = 001.001 - 0.001
999 x = 001
x = 1/999. (transposing 999 to right hand side)
multiply by 1000 on both sides if the equation.
x * 1000= 0.001*1000
1000x= 001.001
subtract eq 2 by eq 1
1000x - x = 001.001 - 0.001
999 x = 001
x = 1/999. (transposing 999 to right hand side)
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