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The diagram shows 2 pieces of Earth’s crust pushing into each other. It appears that the oceanic crust is sinking below the continental crust at this location. Why does the oceanic crust sink beneath the continental crust? (1) The oceanic crust has a greater density.
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The diagram shows 2 pieces of Earth’s crust pushing into each other. It appears that the oceanic crust is sinking below the continental crust at this location. Why does the oceanic crust sink beneath the continental crust? (1) The oceanic crust has a greater density. (2) The oceanic crust is pulled down by Earth’s magnetic field. (3) The continental crust is stronger. (4) The continental crust is pulled upward by the Moon’s gravity.
V = L x W x H If an object is “regular” volume can be calculated. = mL V = cm x cm x cm = cm3
What is the object’s density? V = L x W x H = 3.7 cm x 1.2 cm x 16.3 cm = 72.4 cm3 Density = Mass / Volume Density = 273.8g / 72.4 mL Density = 3.78 g/mL
Liquid volume can be measured in graduated cylinder. If mass of green liquid is 67.8 g… Density = Mass / Volume Density = 67.8g / 60.4 mL Density = 1.12 g/mL
If an object is “irregular” volume can be measured by water displacement.
If an object is “irregular” volume can be measured by water displacement. Know your starting volume! 60.5 mL – 50 mL = 10.5 mL
What is the object’s density? 19.8 mL – 17.1 mL = 2.7 mL Density = Mass / Volume D = 51.842g / 2.7 mL D = 19.2 g/mL
Remember to ALWAYS follow the steps: Write equation
Remember to ALWAYS follow the steps: Write equation Substitute values with units
Remember to ALWAYS follow the steps: Write equation Substitute values with units Calculate and record answers with units
Remember to ALWAYS follow the steps: Write equation Substitute values with units Calculate and record answers with units
According to an electronic balance, this rock has a mass of 13.7 g. What is the rock’s density? mL mL
A graduated cylinder has a mass of 40 g. A student determines the volume of liquid in a cylinder as shown: She measures the mass of the liquid AND the cylinder as 85 g. What is the liquid’s density? = 85g – 40 g /32.0 mL Density = mass/volume = 1.4 g/mL