Question

1)Find the area of a square whose side is 36 cm


2)Find the area of the figure given below​

Answer 1

1) formula of area of square = s^2
Here s= 36
Therefore are = 36x36
= 1296

Answer 2

Answer:

1.The area of a square is 36 cm square. What is the area of square joining the midpoint of of the side?

Your answer is 18 cm sq.

Let me show you the method of solving this problem…..

Area of the larger square is 36 cm sq. then the side of the square is 6 cm.

Now , if you join the midpoints of the sides of that square , then you’ll get another square , obviously smaller than the previous one .

Now, we can calculate the area of the new square in two ways.

First Method : Drawing the new square we get 4 triangles ,all identical, each with a right angle and the sides adjacent to the 90 degree angle equal 3cm.

Now, we can easily calculate the area of the 4 triangles .

Area of the new square

= area of the

If the area of three different faces of a cuboid is 36 cm square, 60 cm square and 80 cm square. What is its volume?

What is the side of the square whose area is 36 square cm?

What is the area of a square whose side is 9?

What is the area of a 21 cm square?

What is the area of a square?

Area of a square ABCD = (Side)² = 36 cm² = 6²

AB=BC=CD=DA=6 cm

Let P is the midpoint of AB, Q is the midpoint of BC, R is the midpoint of CD and S is the midpoint of DA.

To evaluate the area of square PQRS, find value of PQ.

In △PQB

PB=1/2 ×AB = 6/2 = 3 cm and

BQ=1/2 ×BC = 6/2 = 3 cm

PQ²=PB²+BQ²=(3)²+(3)²=9+9=18=(3√2)²

Or, PQ = 3√2 cm

PQ=QR=RS=SP=3√2 cm

Area of the square PQRS = (Side)² = (3√2)² = 18 cm²

Step-by-step explanation:

please mark as brainlist