A diamond expert cuts a huge cubical diamond into 960 identical diamond pieces in minimum number of 'n' cuts. If he wants to maximize the number of identical diamond pieces making the same number of 'n' cuts to it. so maximum of such diamond pieces are?
Since
a lot has been going on in Greece lately. So i thought of writinga
blog on this. I decided to write this in three parts. Here is the
second part of my blog titled 'What's Up With Greece?' . Check the link below
If a, b, c are positive real numbers such that a + [b] + {c} = 3.8, [a] + {b} + c = 3.2 and {a} + b + [c] = 2.2, what is the value of [a^2] + [b^2] + [c^2]? Where, [k] denotes the greatest integer less than or equal to k, and {k} denotes the fractional part of k, e.g. {2.35} = 0.35
Will leaving Rcs be a good strategy?? They take a lot of time, and what's the use, if after spending so much time I am getting negatives... I need advice on this...
Q. What is the remainder when 32^180 / 149? The answer is being different on taking 32 as it is and by expanding it as 2^5 and then finding the remainder. Pls exlpain this error of if theres a fundamental thing that I am missing out.
A big cube is cut into 64 identical and smaller cubes. If 6 litres of paint was used to paint the original cube, how many more litres paint will be required to paint the smaller cubes on all faces?...Please give a detailed approach for this one.....
Since
a lot has been going on in Greece lately. So i thought of writing a
blog on this. I decided to write this in three parts. Here is the
second part of my blog titled 'What's Up With Greece?' . Check the link below