The triangle given below is a magic triangle.

In the following magic triangle, arrange the numbers from $1$ to $6$, so that you get the same sum on all its sides.

Consider the below-given magic square with the size of $3\times 3$.

$\begin{array}{ccc}2& 7& 6\\ 9& 5& 1\\ 4& 3& 8\end{array}$

If the sum in the each row and column is equal, then the sum is $15$. State the given statement is true or false.

A magic square is given below. fill the missing number.

In the given triangle, $1, 2, 3, 4, 5, 6$ should be filled in such a way that the addition of numbers on each side is $11$.

The square given below is a magic square.

Check and find if the following is a magic square?

Now use numbers $1–6$ to make your own magic triangle. Rule: Numbers on each side must add up to $10$.

Using the numbers from $1$ to $9$

Can you form a magic triangle?

How many magic triangles can be formed?

What are the sums of the sides of the magic triangle?

The magic number for the following magic box is _____.

Find out the missing numbers of the magic square.

In the given triangle, $1, 2, 3, 4, 5, 6$ should be filled in such a way that the addition of numbers on each side is $10$.

Use the given numbers. Fill the boxes so that if you add in any direction the answer should be same.

In the given triangle, $1, 2, 3, 4, 5, 6$ should be filled in such a way that the addition of numbers on each side is $12$.

What number should be put in the empty box at the centre so that the total is the same in all directions?

Complete the following magic square.

Given below is a magic square. Find its magic number.

A magic square is given below. fill the missing number.

Arrange the odd numbers from $1$ to $17$ without repetition to get a sum of $30$ on each side of the magic triangle.