A wooden block has a mass of 562 g and a volume of 72 cm3. What is the density? (Round to the nearest hundredth)
D= 7.81 g/cm3
What happens to the amount of energy and particle movement at you move from a solid, to a liquid, to a gas?
The particle energy and movement increases as you move from a solid, to a liquid, to a gas.
A gas occupies 250 mL when the barometer reads 720 atm. How many milliliters will it occupy when the barometer reads 740 atm? (Round to the nearest hundredth)
V2 = 243.24 mL
What is the range of pH for a base?
greater than 7
If a gas sample in a balloon had a volume of 100 mL and a pressure of 3 atm. It was then compressed to a pressure of 10 atm, what would be its volume? (Round to the nearest hundredth)
V2 = 30 mL
A foam square has a mass of 62 g and a volume of 72 mL. What is the density? (Round to the nearest hundredth)
D= .86 g/mL
Two part:
What is it called when a solid goes to a liquid?
What is it called when a liquid goes to a gas?
Solid to liquid is called melting
Liquid to a gas is called evaporation or boiling
Find the volume of a gas at standard pressure if its initial is volume is 80 mL at 780 atm? (HINT: Standard pressure = 760 atm) (Round to the nearest hundredth)
V2 = 82.11 mL
What is the range of pH for an acid?
Less than 7
Most cleaning chemicals are basic. What might be the pH of most cleaning chemicals?
They would fall in the range of greater than 7 up to 14. Most cleaning chemicals would be close to having a pH of 14.
A soda has a volume of 560 mL and a density of 3.2 g/mL. What is the mass? (Round to the nearest hundredth)
M= 1,792 g
Two part:
What is it called when a gas goes to a liquid?
What is it called when a liquid goes to a solid?
Liquid to a solid = freezing
A gas sample at 40.0°C occupies a volume of 2.32 mL. If the temperature is raised to 75.0°C, what will the volume be, assuming the pressure remains constant? (Round to the nearest hundredth)
V2= 4.35 mL
What does a pH of a material need to be to be considered neutral?
A container of gas has a volume of 300 mL and is found to have a temperature of 23.5oC. What would the temperature be if the container was increased by 50 mL. (Read closely and be sure to round to the nearest hundredth)
What would the temperature be if the container was increased by 50 mL? So 300 mL + 50 mL= 350 mL. That is your second volume.
Answer: T2=27.42oC
A soda has a mass of 1500 g and a density of 2.9 g/cm3. What is the volume? (Round to the nearest hundredth)
V= 517.24 cm3
Which state has the most thermal energy and most particle movement?
Gas
A gas at 89°C occupies a volume of 0.67 mL. At what Celsius temperature will the volume increase to 1.12 mL? (Round to the nearest hundredth)
T2 = 148.78oC
Two parts: By giving off something, an acid or base can be defined.
What defines an acid?
What defines a base?
Acids give away an H+
Bases give away OH-
What would the final density of a material be if the mass of the material was increased by 24 g while keeping a volume of 2.45 cm3? The initial mass was 14 g. (Round to the nearest hundredth)
You need to add 14 g and 24 g together to determine
A wooden block has a mass of 986 g. When the wooden block is placed in water, the water level raises from 16 mL to 32 mL. What is the density of the wooden block? (Round to the nearest hundredth)
D= 61.63 g/mL
Whey do cold things sink?
As materials decrease their thermal energy, their particles move slow down. As they slow down you can fit more of them in the same volume. This means that more particles can be packed into a space making colder things more dense.
A gas occupies 900.0 mL at a temperature of 27.0 °C. What is the volume at 132.0 °C?
V2 = 4400
When acids and bases react together they always produce what (HINT: Think about what they both give off)
Water (HOH)
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
11-12 and it would be a base.