We have to rotate a string in a specified direction by a specified magnitude. After each rotation make note of first character of the rotated string. After all rotations are performed the accumulated first character as noted previously will form another string, say FSTRING.
Check if FSTRING is a...
We have to rotate a string in a specified direction by a specified magnitude. After each rotation make note of first character of the rotated string. After all rotations are performed the accumulated first character as noted previously will form another string, say FSTRING.
Check if FSTRING is a...
You and your friend has found in total 2019 gold coins in a treasure hunt. Since your friend found to place to dig up, you offer a game to share the coins to him:
"We have 2019 coins, I will put as many coins as i want into the bags and you will see how many coins I would put inside for each bag...
I must have been having a terrible time getting out my words during today's meeting. I found my notepad covered in nonsense! What was I trying to say?
tea Sasquatch unusual frog peptide crime goldfish
relevant red herring democrat caucus water ...
I had a rather odd idea today. I realized on my own something about a certain fairy chess piece that could he done. I then got the idea to make into a puzzle of identification. The idea is that you must figure which fairy piece is going to be used (whether changing a piece or by promotion) or i...
Example array : (6,7,7,6).
Solution : The required two subsets are (6,6) and (7,7).Their respective gcds are 6 and 7. Final answer is 6+7=13(which is the maximum gcd sum possible) .
Thanks.
How to solve my rubick? Which pattern left?
A sequence of positive integers A1,A2,…,AN. Split this sequence into two non-empty (not necessarily contiguous) subsequences B and C such that GCD(B)+GCD(C) is maximum possible.Find this maximum value.
Construct a simple polygon on a grid of equal-distanced points such that:
all the polygon's vertices are grid points,
there are exactly $i~(\geq 0)$ lattice points in the interior, and
there are exactly $b~(\geq 3)$ lattice points on the boundary.
As a practice, construct it f...
Suppose i have two consecutive number 3 and 4.
so i can form all numbers as
3 , 6, 9, ...(all multiples of 3)
4 , 8, 12,...(all multiples of 4)
also we pick any numbers from these list and add them to form another number.
i am required to find number of numbers which can't be formed by any m...
The puzzle below contains a wealth of information. However, if you were to make a list, you will soon realize that there's something missing.
You're task is to fill in all the blanks. Have fun, and make the most of it!
Given:
P, R, I, N, C, E, T, O, M are all distinct digits varying from 1 to 9.
PCRON, PRINCETOM are two concatenated Numbers.
PCRON is the highest possible number you can have fulfilling the following relation:
$(PCRON)^2$ = $PRINCETOM$
Please give you’re deductive reasoning to figureout ...
From the pictures below, can you find my name ?
I'm looking for a solution to make number 75 with numbers 1 9 6 2 in that oder and the same rules as in
Use 2 0 1 and 8 to make 67
