Divide the sum of 8/9 and 7/3 by their difference.Quotient will be
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10
Answer:
First we have to find the sum (65/12)+(8/3)
LCM of 12 and 3 is 12
Then,
(65×1)/(12×1)=(65/12)
and (8×4)/(3×4)=(32/12)
Now,
=(65+32)/12
=(97/12)
Now find the difference of (65/12)−(8/3)
LCM of 12 and 3 is 12
Then,
(65×1)/(12×1)=(65/12)
(8×4)/(3×4)=(32/12)
Now,
=(65−32)/12
=(33/12)
Now divide (97/12)÷(33/12)
=(97×12)×(12/33)
=(97×12)/(12×33)
=(97×1)/(1×33)
=(97/33)
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4
Answer:
It is asserted that the sum of digits follows a repeating sequence of length 9. This is so because for any decimal representation x, the number 10*x (ten times x) will have the same sum of digits. Multiplication by the base number 10 simply moves the digits one place to the left and puts a zero in the units place. More generally,
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