The video tutorial explains how to calculate the total area of a geometric figure composed of a square and four semicircles. The square's sides are equal to the diameters of the semicircles, each measuring 10 centimeters. The tutorial guides viewers through calculating the area of the square and the semicircles, which together form two full circles. The final area is determined by adding the area of the square and the two circles, resulting in an approximate total area of 260 square centimeters.

What geometric shapes make up the figure discussed in the video?

• A pentagon and one circle

• A triangle and three semicircles

• A rectangle and two circles

• A square and four semicircles

What is the length of the diameter of each semicircle?

• 15 centimeters

• 10 centimeters

• 20 centimeters

• 5 centimeters

How do the semicircles combine to form full circles?

• One semicircle forms a full circle

• Four semicircles form two full circles

• Three semicircles form one full circle

• Two semicircles form one full circle

What is the formula used to calculate the area of a square?

• Diameter times Radius

• Base times Height

• Length times Width

• Side times Side

What is the area of the square in the geometric figure?

• 50 square centimeters

• 75 square centimeters

• 100 square centimeters

• 125 square centimeters

What is the formula for the area of a circle?

• 2πr

• πr²

• πd

• 2πd

What is the radius of each circle in the figure?

• 2.5 centimeters

• 10 centimeters

• 7.5 centimeters

• 5 centimeters

How many full circles are formed by the semicircles?

• Four full circles

• One full circle

• Two full circles

• Three full circles

What is the total area of the two circles combined?

• 200π square centimeters

• 150π square centimeters

• 100π square centimeters

• 50π square centimeters

What is the approximate value of π used in the calculation?

• 3.14

• 5.14

• 2.14

• 4.14