In solving for the mass, density, or volume of objects, it is very helpful to know this triangle.
where M = mass
D = density
V = volume
Here are the equations that you can use:
* Mass = density x volume
Units: grams (g), kilogram (kg)
* Density = mass / volume
Units: grams per milliliter (g/ml)
kilograms per cubic meter (kg/m3)
* Volume = mass / density (for irregular solids, liquids, gas)
Volume = length x width x height
Units: cubic meter (m3), cubic centimeter (cm3), cubic millimeter (mm3)
Problem solving using the GRESA method
G - Given
R - Required
E - Equation
S - Solution
A - Answer
Ex. Find the density of an object that weighs 250g and with a volume of 50 cm3.
G - mass = 250g
volume = 50 cm3
R - density
E - density = mass / volume
S - 250g/50 cm3 = 5g/cm3
A - The density of the object is 5g / cm3.
Here is another example:
What is the volume of a wooden block with a length of 9 cm, a width of 3 cm, and height of 5 cm?
G - length = 9 cm
width = 3 cm
height = 5 cm
R - volume
E - volume = length x width x height
S - 9 cm x 3 cm x 5 cm = 135 cm3
A - The volume of the block is 135 cm3.
Here is a worksheet to practice this skill:
Science 5 - General Properties of Matter (Practice)
Short quiz on solving for the mass, density, or volume of objects
where M = mass
D = density
V = volume
Here are the equations that you can use:
* Mass = density x volume
Units: grams (g), kilogram (kg)
* Density = mass / volume
Units: grams per milliliter (g/ml)
kilograms per cubic meter (kg/m3)
* Volume = mass / density (for irregular solids, liquids, gas)
Volume = length x width x height
Units: cubic meter (m3), cubic centimeter (cm3), cubic millimeter (mm3)
Problem solving using the GRESA method
G - Given
R - Required
E - Equation
S - Solution
A - Answer
Ex. Find the density of an object that weighs 250g and with a volume of 50 cm3.
G - mass = 250g
volume = 50 cm3
R - density
E - density = mass / volume
S - 250g/50 cm3 = 5g/cm3
A - The density of the object is 5g / cm3.
Here is another example:
What is the volume of a wooden block with a length of 9 cm, a width of 3 cm, and height of 5 cm?
G - length = 9 cm
width = 3 cm
height = 5 cm
R - volume
E - volume = length x width x height
S - 9 cm x 3 cm x 5 cm = 135 cm3
A - The volume of the block is 135 cm3.
Here is a worksheet to practice this skill:
Science 5 - General Properties of Matter (Practice)
Short quiz on solving for the mass, density, or volume of objects
10 units20units
ReplyDeletea net force of 4.0n facts on a 20kg block.using newton's equation on the law of acceleration, compute for the acceleration
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