Class 6 Ganita Prakash Prime Time Section 5.2 Figure It Out Page 114 Complete Solutions

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In this video, we solve Section 5.2 – FIGURE IT OUT from
Class 6 Ganita Prakash – Chapter: Prime Time (Page 114).

This video provides:
✔ Step-by-step solutions
✔ Clear explanation of logic
✔ Factor and multiple reasoning
✔ Visual understanding of patterns
✔ Answers exactly as expected in exams

You will learn:
00:00 Q.1 We see that 2 is a prime and also an even number. Is there any other even prime?

01:14 Q.2 Look at the list of primes till 100. What is the smallest difference between two successive primes? What is the largest difference?

02:12 Q.3 Are there an equal number of primes occurring in every row in the table on the previous page? Which decades have the least number of primes? Which have the most number of primes?

03:26 Q.4 Which of the following numbers are prime: 23, 51, 37, 26?

04:48 Q.5 Write three pairs of prime numbers less than 20 whose sum is a multiple of 5.

05:57 Q.6 The numbers 13 and 31 are prime numbers. Both these numbers have same digits 1 and 3. Find such pairs of prime numbers up to 100.

07:11 Q.7 Find seven consecutive composite numbers between 1 and 100.

08:23 Q.8 Twin primes are pairs of primes having a difference of 2. For example, 3 and 5 are twin primes. So are 17 and 19. Find the other twin primes between 1 and 100.

09:31 Q.9 Identify whether each statement is true or false. Explain.
a. There is no prime number whose units digit is 4.
b. A product of primes can also be prime.
c. Prime numbers do not have any factors.
d. All even numbers are composite numbers.
e. 2 is a prime and so is the next number, 3. For every other prime, the next number is composite.

13:29 Q.10 Which of the following numbers is the product of exactly three distinct prime numbers: 45, 60, 91, 105, 330?

15:27 Q.11 How many three-digit prime numbers can you make using each of 2, 4 and 5 once?

17:11 Q.12 Observe that 3 is a prime number, and 2 × 3 + 1 = 7 is also a prime. Are there other primes for which doubling and adding 1 gives another prime? Find at least five such examples.

This is extremely helpful for homework revision, exam preparation, and concept building for Class 6 Mathematics.

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