Answer Posted / etryhy
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If g (0)=g (1)=1 And: g (n)= g (n-1) + g (n –2) find g (6);
Complete the sequence A, E ,I ,M ,Q ,U , _ , _?
How many two digit numbers satisfy the property: the last digit of the square of the two digit number is 8:
A car travels 12 kms with a 4/5th filled tank.How far will the car travel with 1/3 filled tank?
10 : 4 seconds :: ? : 6 minutes
the matrix of a(7,9) was given.the address of the first byte of a(1,1)=1258.it takes 4 bytes to store the nuymber. then calculate the address of the last byte of a(5,8)
How can 1000000000 be written as a product of two factors neither of them containing zeros
One clock ringes 7 O'clock in 7 sec.In how many seconds it will ring 10 O'clock.
On Monday a manufacturer processed a batch of bats, on Tuesday he processed three times as many, and on Wednesday he processed 4000 bats. In the three days, He processed 16000 bats. How many did he process on Tuesday?
4 cows are there at the four corners of a square. if the radius of the rope is 1 and lenth of one side of the square is 14, find the area along the square which the cow cannot gaze.
A chain is broken into three pieces of equal lenths containing 3 links each. It is taken to a backsmith to join into a single continuous one . How many links are to to be opened to make it ?
If 1/4 of the time from midnight plus 1/2 of the time from now to midnight is the present time,then what is the present time ?
There is a lucky draw held every day. If there is a winning number eg. 1876, then all possible numbers like 1867 ,1687,1768 etc are the numbers that match irrespective of the position of the digits. Thus all these numbers qualify fr the lucky draw prize. Assume there is no zero digit in any numbers. Write a program to show all the possible winning numbers if a "winningnumber" is passed as an argument to the function. i want a solution in c/c++ language
There are some houses in a street back to back. And they that house behind 10 were 23. How many houses in the street?
9/10 or 10/11 which is greater.
