Cecille E.
Aldueza II
BSPSYII
    1. A gas a volume of 300ml at 300mmHg. What will its volume be if the pressure is changed to
       500mmHg?       P1=300mmHg P2=300mmHg V2=?
        Given: V1= 300ml                          Solution: V2=P1V1       V2= (300mmHg)(300ml)
        Formula: V2= P1V1                                       P2                500mmHg
                      P2
                                                                           V2= 180ml
    2. A gas has a volume of 460ml at 500mmHg. What will be the volume at 1.2atm?
               P1=500mmHg P2=1.2atm          V2=?
       Given: V1=460ml
       Formula: V2= P1V1             V2= (500mmHg)(460ml)
                       P2                    1.2atm
       Convert 500mmHg to atm =500mmHg = 0.657895atm
       V2=(0.657895atm)(460ml)                                              V2= 252.19ml
                  1.2atm
    3. A gas has a volume of 5 liters at 3atm. To expand the volume to 7500ml, what the new pressure
       (in atm) have to be? Charless’ Law
               P1=3atm         V1=7500ml         P2=?
       Given: V1=5L                              Solution: P2 = (3atm)(5L)
       Formula: P2= P1V1                                         7500ml
                       V2
       Convert 5L to ml =5000ml
       P2= (3atm)(5000ml)                                                      P2= 2atm
                7500ml
    4. A gas has a volume of 4 liters at 50°C. What will its volume be (in liters) at 100°C? 5. A gas has a
       volume of 350ml at 45°C. If the volume changes to 400ml, what is the new temperature?
       (answer in °C) Guy-Lussac’s Law
    Given: V1=4L      T1=50°C + 273.15K           T2=100°C + 273.15K      V2=?
    Formula: V2= V1T2                             Solution: V2= (4L)(373.15k)        V2= 4.62L
                    T1                                            323.15K
    5. The gases in a hair spray can are at a temperature of 27°C and a pressure of 30lbs/in2. If the
        gases in the can reach a pressure of 390lbs/in 2, the can will explode. To what temperature must
        the gases be raised in order for the can explode? Assure constant volume.
    Given: T1=27°C +273.15                Formula: T2=P2V2T1
           P1=30lbs/in 2                                 P1V1
           P2=90lbs/in 2                  Solution: T2= (90lbs/in 2)(27.4L)(300.15K)
     V1=                                           (30lbs/in 2) (27.4K)
   V2=22.4L                        T2= 605,102 4                            T2= 900.45K
   T2=?                                  672
6. Maybelline (ousteau’s backup oxygen tank reads 900mmHg while on her boat, where the
    temperature is 27°C. When she drives down to the bottom of an unexplored methane lake on a
    recently-discovered moon of Neptune, the temperature will drop down to -183°C. What will the
    pressure in her backup tank be at the temperature?
Given: P1=900mmHg
       T1=27°C 273.15
       T2=-183°C + 273.15
Formula: P2= T2P1           Solution: P2= (90.15K)(900mmHg)               P2= 270.31mmHg
               T1                              300.15K
7. 50g of Nitrogen (N2) has a volume of _________ liters at STP
   50g of N2 = 1 mole of N2 = 1.79 mole N2x22.4L                             = 40.01L
                 28g of N2
8. What is the density of dinitrogen monoxide gas at STP?
   N2O-1x16=16