## 23 JanNumber of Cubes (Aptitude Test)

All the faces of four equal cubes are painted with green color. Then each cube is cut into 64 small equal cubes.   1) How many small cubes will have 4 colored faces and two non-colored faces? A) 32 B) 64 C) 0 D) 12   2) How many small...

## 18 JanVenn Diagram

Study the following Venn diagram and answer the following questions:   1. How many teachers are both players and artists? A) 164  B) 99  C) 34  D) 133   2. How many artists are players, but not doctors? A) 3  B) 102  C) 136  D) 22   3. How many teachers are neither...

## 18 Janভেনচিত্ৰ

এখন মহাবিদ্যালয়ৰ ফুটবল, ভলীবল, ক্ৰিকেট আৰু বেডমিন্টন খেলা ছাত্ৰ-ছাত্ৰীসকলক তলৰ ভেনচিত্ৰটোত ক্ৰমে ত্ৰিভূজ, বৰ্গ, বৃত্ত আৰু আয়তৰ সহায়ত বুজোৱা হৈছে।এই ভেনচিত্ৰটোৰ ভিত্তিত তলৰ প্ৰশ্ন সাতটাৰ উত্তৰ উলিয়াওক।     ১) বেডমিন্টন খেলা মুঠ ছাত্ৰ-ছাত্ৰীৰ সংখ্যা কিমান? A) ৭৭  B) ৩৩১  C) ৩৪১  D) ৩৫৯   ২) ফুটবল, ক্ৰিকেট আৰু বেডমিন্টন খেলা,...

## 12 JanOn Finding the Next Term

Having given a few terms of a sequence, the question : What is the next term? is frequently asked in examinations. For example, the question may be to find the next term in the sequence 6, 12, 24, 48, ...

## 07 DecA score and a dozen : A collection of math problems

We present a problem collection with solutions for mathematical Olympiads, specially the Regional Mathematical Olympiad (RMO) and the Indian National Matjhematical Olympiad (INMO). The problems have been compiled by Bishal Deb from Salt Brook Academy, Dibrugarh. The set can be downloaded in pdf format here. [ad#ad-2]...

## 28 NovThe number of functions

1) A={a, b, c, d, e} and B={x, y, z}. Then the number of surjections that can be defined from the set A to the set B is (সংহতি A = {a, b, c, d, e} ৰ পৰা সংহতি B = {x, y, z} লৈ পাব...

## 28 NovWhat number should come next

“ANY number can be the next term in the usually given set of terms. [...

## 28 Novশ্ৰেণী এটাৰ পৰৱৰ্তী পদটো

“ANY number can be the next term in the usually given set of terms. [...

## 09 Nov15 questions on Real Analysis for NET and GATE aspirants

Find the correct option: 1. Let $$f:[2,4]\rightarrow R$$ be a continuous function such that $$f(2)=3$$ and $$f(4)=6.$$ The most we can say about the set $$f([2,4])$$ is that   A. It is a set which contains [3,6]. B. It is a closed interval. C. It is a set which contains 3 and 6. D....