- What metric unit would best measure the length of a school hallway?
- What tools are used to measure mass length volume and temperature?
- What tool do you use to measure volume of a solid?
- How do you solve for the volume of a solid?
- What is the volume of each object?
- What is the formula for surface area of a triangular pyramid?
- What is the formula for slant height of a pyramid?
- What is difference between height and slant height?

## What metric unit would best measure the length of a school hallway?

Meters are used to measure bigger objects or longer distances, such as the depth of a pool or length of a hallway. Kilometers are the longest unit of metric measurement.

## What tools are used to measure mass length volume and temperature?

Scientists measure mass with a balance, such as a triple beam balance or electronic balance. In science, the volume of a liquid might be measured with a graduated cylinder.

## What tool do you use to measure volume of a solid?

Beakers and flasks are used to measure volume provided that graduated volume levels are printed on the side of the beaker or flask. They are accurate to 5%. It’s better to use accurate measuring instruments for measuring volume.

## How do you solve for the volume of a solid?

Use multiplication (V = l x w x h) to find the volume of a solid figure.

## What is the volume of each object?

To find the volume of a rectangular object, measure the length, width and height. Multiply the length times the width and multiply the result by the height. The result is the volume.

## What is the formula for surface area of a triangular pyramid?

To find the slant height of triangular faces: The slant height of a triangular pyramid is generally represented by ‘s’. Add all the areas together. Thus, the surface area of a triangular pyramid formula is 1⁄2(a × b) + 3⁄2(b × s) in squared units.

## What is the formula for slant height of a pyramid?

The slant height and the altitude are both sides of a right triangle that can be visualized inside every cone and pyramid. The slant height can be calculated using the formula a^2 + b^2 = c^2.

## What is difference between height and slant height?

The vertical height (or altitude) which is the perpendicular distance from the top down to the base. The slant height which is the distance from the top, down the side, to a point on the base circumference.