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A, B and C together can complete a work in days. A can complete the work in 6 days and B can do the same work in 18 days. In how many days, C alone can complete the same work?
A, B and C together can complete a work in days.
A can complete the work in 6 days.
B can do the same work in 18 days.
A pole is standing erect on the ground which is horizontal. The tip of the pole is tied tight with a rope of length √12 m to a point on the ground. If the rope is making 30 ° with the horizontal, then the height of the pole is
We have,
A 61 digit number is formed by writing the first x natural numbers in front of each other as 12345678910111213… Find the remainder when this number is divided by 8.
We know that When we divide a number (greater than three digits) by 8 , we can obtain remainder simply by dividing last three digit of that number.
Now, total digits = 61
One digit natural number = 9
Remaining digits = 61 – 9 = 52
After that we will write two digit natural number.
Now, 26 × 2 = 52
So, we can understand that we have to write 26 two-digit natural number(10-35).
Now, Last three digits of the resultant number = 435
When, we divide 435 by 8, we obtain 3 as a remainder.
So, Required remainder = 3
Note- Let is a quadratic equation. If a is positive and D< 0 then value of quadratic equation for real values of x will always be positive.
A man loses 20% of his money. After spending 25% of the remainder, he has Rs. 480 left. What is the amount of money he originally had?
Original money = (480 ×100×100)/(100-20)(100-25) = Rs. 800
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