Texas Science Teacher Resource Hub
Free scope and sequences, TEKS breakdowns, phenomenon ideas, and engagement activities for the 2024 Texas science standards.
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6th Grade TEKS Standards
Click any standard to see what it means, how to teach it, where students get stuck, and aligned resources.
Comparing Density
"Calculate density to identify an unknown substance and predict whether an object will sink or float in a given liquid."
💡 What This Standard Actually Means
"Calculate" and "predict". Students use the density formula to find density and then use that value to predict sink-or-float behavior. Density = mass divided by volume. Students should be able to measure both, compute density, compare it to the density of a liquid, and make a reasoned prediction. Instruction can take many forms, such as hands-on measurement labs, data tables, sink-or-float prediction charts, and density column builds.
Density is how much mass is packed into a given volume. The formula is density equals mass divided by volume, often shown as D = m/V. Common units are grams per milliliter (g/mL) or grams per cubic centimeter (g/cm³). Two objects can be the same size but have very different masses, which means they have different densities. A bowling ball and a beach ball take up similar space, but the bowling ball packs way more mass into that space.
Water at room temperature has a density of about 1 gram per milliliter. That number is the reference point for most sink-or-float questions in 6th grade. If an object's density is greater than 1 g/mL, it sinks in water. If its density is less than 1 g/mL, it floats. The same logic applies to any liquid. An object floats in a liquid when the object is less dense than that liquid.
Students should be able to use density as a detective tool. If you know the density of an unknown sample, you can compare it to a chart of known substances and make an identification. The core understanding students should walk away with is that density is a property of a substance, and it's what decides whether something sinks or floats in a given liquid.
Every year, the moment that sold kids on density was the can test. I'd bring a can of regular Coke and a can of Diet Coke and drop them both into a clear tub of water at the same time. The regular Coke sinks. The Diet Coke floats. Same can, same amount of liquid, different result. The only difference is that regular Coke has sugar packed into the liquid while Diet Coke uses a tiny amount of artificial sweetener. That demo gave me a whole class period of discussion. Then we'd measure, calculate, and predict with other items for the rest of the week.
⚠️ Misconceptions Your Students May Have
These are some of the most common misconceptions. Knowing what to look for can help you get ahead of them.
"Heavy things sink and light things float"
This is the most common student explanation. It misses the size piece entirely. A giant cargo ship weighs tens of thousands of tons and floats, while a small steel bolt weighs less than an ounce and sinks. What matters is the ratio of mass to volume, not mass alone. Density is the idea that ties both together.
"Bigger things are denser than smaller things"
Students often mix up density with size or mass. A 1-gallon jug of water and a 1-liter water bottle have the same density even though the jug is bigger and heavier. Density tells you how tightly the matter is packed. Cut a chunk of iron in half and each piece still has the same density as the whole original piece.
"Objects with holes always float because they're empty"
Students see a boat or a hollow rubber duck and say "it has air inside, that's why it floats." The real explanation is that the object plus the air inside it has an overall density less than water. A metal boat shaped like a solid brick would sink. Shape matters because it changes how much volume the object takes up.
"Whether something sinks depends on the water, not the object"
Students sometimes think that changing the amount of water will change whether an object sinks or floats. A penny sinks in a tiny cup of water and also sinks in a swimming pool. The amount of water doesn't matter. What matters is comparing the density of the object to the density of the liquid.
📓 Teaching Resources for 6.6D
These resources are aligned to this standard.
🌎 Phenomenon Ideas for 6.6D
Use these real-world phenomena to anchor your lesson. Show students the phenomenon first, let them wonder, then build toward Comparing Density as the explanation.
Regular vs. Diet Soda in Water
Drop an unopened can of regular Coke into a tub of water. It sinks. Drop an unopened can of Diet Coke into the same tub. It floats. The cans are the same size and shape, sealed the same way, containing roughly the same amount of liquid. Something tiny inside is different, and that tiny difference changes what the can does in water.
"Both cans look identical from the outside. Regular Coke has a lot of dissolved sugar in it. Diet Coke has almost no sugar. How could that change whether the can sinks or floats?"
Why Huge Steel Ships Float
A solid block of steel sinks straight to the bottom of a pool of water. But a massive cargo ship, built from thousands of tons of steel, floats across the ocean carrying stacks of containers. How does the same metal sink as a block and float as a ship?
"The steel in the block and the steel in the ship are the same material. What's different about how the ship is built that changes its overall density? Where does all the empty space inside the ship come in?"
Floating in the Dead Sea
Swimmers in a regular pool have to tread water to keep their heads up. But in the Dead Sea in the Middle East, people lie on their backs and float without trying. The water there has a huge amount of dissolved salt, much more than ocean water. Same human body, different liquid, different result.
"Why do people float more easily in the Dead Sea than in a pool? What does the dissolved salt do to the density of the water, and how does that change whether your body floats or sinks?"
💡 Free Engagement Ideas for 6.6D
Density Column Build
In a tall clear glass, students layer honey, dish soap, water with food coloring, vegetable oil, and rubbing alcohol (with food coloring) by pouring slowly down the side. Each liquid settles into its own layer based on density. Students rank the liquids from most dense to least and connect it to why each layer sits where it does.
Mystery Object Density Lab
Give each group 4 small unknown objects: a marble, a paperclip, a piece of candle wax, and a chunk of modeling clay. Students find the mass using a balance, find the volume using water displacement in a graduated cylinder, and calculate density. Then they predict sink or float and test in water to check.
Salt Water Egg Test
Fill two clear cups with water. In one, dissolve several tablespoons of salt. Drop an uncooked egg into the plain water and observe. Move the same egg to the salt water and observe. Students explain why the same egg sinks in one and floats in the other, using density as the reason.
Same Size, Different Feel
Give each group 3 same-sized cubes or blocks: one wood, one plastic, one metal. Students predict which has the highest density just by holding them. Then they measure mass and volume and calculate density to check their hunch. This helps them feel the difference between mass and density before they do the math.
Year-at-a-Glance Pacing Guides
Practical, week-by-week scope and sequences for grades 4-8. These tell you what to teach and when to teach it. Updated for the 2024 TEKS.
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