Yes, there is!Since the steps are i

Yes, there is!
Since the steps are identical, we can divide the figure into two parts and do some rearrangement.
Do you know how to do this?

Some of you may know.

First, we divide the figure horizontally into two parts, like this.
Then, we turn the top part through 180 degrees in the clockwise direction and we get this.
If we shift this part down to join the bottom part, we get a rectangle!
So, the area of the figure is the same as the area of this rectangle.
Before we can find the area of the rectangle, we need to know its length and breadth.
The length of the rectangle is equal to 42 multiplied by 7 which gives us 294 centimetres.
And its breadth is equal to 21 multiplied by 3
which works out to 63 centimetres.

Thus, the area of the figure which is equal to the area of the rectangle is given by 294 multiplied by 63.
This works out to 18522 square centimetres.
Therefore, the area of the figure is 18522 square centimetres.

ผลลัพธ์ (อังกฤษ) 2:

Yes, there is!
Since The Steps are identical, we Can DIVIDE The figure Into Two Parts and do some Rearrangement.
Do You know How to do this? Mostly of You May know. First, we DIVIDE The figure Horizontally Into Two Parts, like. this. Then, we turn The Top Part Through 180 Degrees in The clockwise Direction and we Get this. If we Shift this Part down to Join The bottom Part, we Get a Rectangle! So, The Area of The figure is The Same As The. Area of this Rectangle. Before we Can Find The Area of The Rectangle, we Need to know ITS Length and breadth. The Length of The Rectangle is equal to 42 multiplied by 7 which gives Us 294 centimeters. And ITS breadth is equal to 21 multiplied. by 3 which Works out to 63 centimeters. Thus, The Area of The figure which is equal to The Area of The Rectangle is Given by 294 multiplied by 63. This Works out to 18522 Square centimeters. Therefore, The Area of The figure is 18522. square centimetres.