The video tutorial explains how to calculate the height of a square base pyramid using the given base area and volume. It starts with an introduction to the problem, followed by deriving the formula for the volume of a pyramid. The tutorial then demonstrates substituting known values into the formula and solving the equation to find the height. The final section concludes with the calculation result, showing that the height of the pyramid is 6 cm.

What is the main topic discussed in the video?

• Calculating the height of a square base pyramid

• Understanding the Pythagorean theorem

• Finding the area of a circle

• Solving quadratic equations

Which two values are given to calculate the height of the pyramid?

• Height and slant height

• Base area and height

• Base area and volume

• Volume and slant height

What is the formula for the volume of a pyramid?

• 1/3 base area times height

• Base area plus height

• 1/2 base area times height

• Base area times height

In the formula for the volume of a pyramid, what does the '1/3' represent?

• The fraction of the volume formula

• The fraction of the base area used

• The slant height of the pyramid

• The height of the pyramid

What is the given volume of the pyramid in the problem?

• 800

• 400

• 1000

• 600

What is the given base area of the pyramid in the problem?

• 200

• 300

• 500

• 400

What mathematical operation is used to isolate the height variable?

• Cross-multiplication

• Multiplication

• Subtraction

• Addition

What is the purpose of cross-multiplying in the equation?

• To find the volume

• To simplify the equation

• To eliminate the fraction

• To add the base area

What is the first step in solving for the height after setting up the equation?

• Subtract the volume

• Add the base area

• Divide by the base area

• Cross-multiply

After cross-multiplying, what is the next step to find the height?

• Divide by the coefficient of height

• Subtract the volume

• Multiply by the base area

• Add the base area