What is an algebraic expression?

A mathematical phrase that includes numbers, variables, and operations

A mathematical sentence that has an equal sign

Which of the following is NOT a step in solving the area of composite figures?

Finding the total perimeter of the figure

Adding the areas of the individual shapes

Identifying the basic shapes in the figure

Using the correct area formulas

How is a rectangular prism different from a cube?

A cube has faces that are all squares, while a rectangular prism has rectangular faces.

A rectangular prism has six faces, while a cube has only four.

A rectangular prism has curved surfaces, while a cube has only flat surfaces.

A cube has more faces than a rectangular prism.

Why is a rectangle considered a plane figure and not a solid figure?

It has only length and width but no thickness.

It has different types of faces.

Why does a cylinder have two faces while a rectangular prism has six?

A cylinder has curved surfaces, while a rectangular prism has only flat surfaces.

A cylinder is smaller than a rectangular prism.

A rectangular prism has fewer edges than a cylinder.

A cylinder has no faces at all.

Why is 5x+85x + 85x+8 considered an expression and not an equation?

It does not contain an equal sign.

It includes addition and multiplication.

What is a variable in an algebraic expression?

A symbol or letter that represents a number

A floor plan consists of a square (side = 8 m) and a rectangle (6 m × 4 m). What should you do to find the total area?

Multiply the areas of both shapes

Subtract the rectangle's area from the square's area

How do you find the surface area of a cube?

Find the area of one face and multiply it by six

Multiply the length, width, and height

Multiply the length by the perimeter

A schoolyard has a playground (80 m²) and a basketball court (100 m²). A student estimates the total area as 150 m². Is the estimate reasonable?

No, because the total area should be 180 m²

Yes, because it is close to the actual total

No, because the total area should be less than 150 m²

Yes, because estimates don't have to be exact

A playground is composed of a rectangle (12 m × 5 m) and a triangle (base = 5 m, height = 4 m). If a student calculates the total area as 50 m², is the answer correct?

No, because the correct total area is 70 m²

Yes, because it is a reasonable estimate

No, because the correct total area is 74 m²

Yes, because the numbers were multiplied

A rectangular box has a length of 10 cm, a width of 5 cm, and a height of 4 cm. What is the first step in finding its surface area?

Add the length, width, and height

A cylindrical water tank needs to be covered with metal sheets. Which surfaces must be included when finding the total surface area?

The curved surface and the two circular bases

A farmer wants to paint a rectangular barn with dimensions 12 m × 8 m × 6 m. What is the correct first step in solving the total surface area?

Find the area of each face and add them

A runner finishes a 10 km race in 50 minutes. He believes his average speed was 12 km/h. Is he correct?

No, his average speed is 10 km/h.

No, his average speed is 12.5 km/h.

No, his average speed is 12 km/h.

A car manufacturer wants to reduce the material used for making cylindrical fuel tanks. What should they consider to minimize surface area while maintaining volume?

Increase the radius and decrease the height

Increase the height and decrease the radius

A delivery company wants to improve its delivery times. How can they use the concept of average speed?

By measuring the time taken for each route and adjusting speeds

By setting the same speed limit for all vehicles

By ignoring speed and focusing on the number of deliveries

By reducing the number of deliveries per day

A toy company is designing a new spherical ball. If they want to minimize the material used for packaging while ensuring the ball fits inside, what shape should the box be?

A cube with side length equal to the ball's radius

A rectangular prism with the same height as the ball's diameter

A cylinder with the same diameter as the ball

Grade 6 Periodical Test

Quiz

•

Mathematics

•

6th Grade

•

Practice Problem

•

Easy

johan segismar

Used 1+ times

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