The players have made two teams. The first team says if one of your team members joins us, we both will have an equal number of players. The second team says if one of you joins us, we will have twice the number of players of your team. How many players are there in each team?

In the question given below, the numbers in the figures are related. Identify their relationships and find the missing numbers in the given figures.

Which number will replace the question mark?

In the question given below, the numbers in the figures are related. Identify their relationships and find the missing numbers in the given figures.

In the question given below, the numbers in the figures are related. Identify their relationships and find the missing numbers in the given figures.

Which number will replace the question mark?

Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series.

$\mathrm{l} \mathrm{\_} \mathrm{chtlgc} \mathrm{\_} \mathrm{tlg} \mathrm{\_} \mathrm{ht} \mathrm{\_} \mathrm{gc} \mathrm{\_} \mathrm{tlgch} \mathrm{\_}$

Consider a three-digit number with the following properties:

I. If its digits in units place and tens place are interchanged, the number increases by $36$
II. If its digits in units place and hundreds place are interchanged, the number decreases by $198$ .

Now, suppose that the digits in tens place and hundreds place are interchanged. Then, the number

If, in a two-digit number, the digit at unit place is $x$ and the digit at tens place is $4$, then the two-digit number is _____.

Look at the patterns of numbers in hexagons.

Each side has $2$ circles and $1$ box.

$?\times ?=70$

Fill in the numbers from $1$ to $6$ without repetition, so that each side of the triangle adds up to $12$.

Find the rule to fill the hexagons below.

Fill this magic square using all the numbers from $21$ to $29.$

Rule: The total of each side is $75.$

Study the pattern and write down the next two terms in the following series:

$.2, .3, .4, ...$

In a magic square each row, column and diagonal have the same sum. Check which of the following is a magic square

Look at the numbers below. Look for the pattern. Can you take it forward?

$$\begin{gathered} \left(9-1\right)÷8=1 \\ \left(98-2\right)÷8=12 \\ \left(987-3\right)÷8=123 \\ \left(9876-4\right)÷8=\_\_\_\_\_ \\ (98765-5)÷8=\_\_\_\_\_ \\ ( - )÷8=\_\_\_\_\_ \\ ( - )÷8=\_\_\_\_\_ \end{gathered}$$