1.A.  Write the balanced reaction including phases between solid copper (II) sulfite and phosphoric acid (aq)   The copper ion does not change oxidation state.    Label all phases.  B. Write the net ionic equation including all phases. C. How many mL of phosphoric acid that is 0.0821M is needed to neutralize 9.56 grams of copper (II) sulfite.

Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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Chapter1: Chemical Foundations
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Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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1.A.  Write the balanced reaction including phases between solid copper (II) sulfite and phosphoric acid (aq)   The copper ion does not change oxidation state.    Label all phases. 

B. Write the net ionic equation including all phases.

C. How many mL of phosphoric acid that is 0.0821M is needed to neutralize 9.56 grams of copper (II) sulfite.  

2.A.  Balance the following Redox reaction IN ACID.  SHOW ALL STEPS. 

 

     AsO4 -3 (aq) + Co(s) → AsH3(g) + Co+2 (aq)   

 

B.  The spectator ions are Cl-1 and Na+, write the complete balanced reaction so that all compounds are NEUTRAL.   

 

C.  Balance the following redox reaction IN BASE.     

 

S2O42-(aq) + WO4-1(aq) → SO32-(aq) + WO2(s)

 

3.)0.0836 g of solid potassium bicarbonate is used to standardize a magnesium hydroxide solution to be used in titrations in a lab.  Phenolphthalein is used as an indicator to identify the equivalent point. 

A.  Write the balanced equation.

B.  Write the net ionic reaction

C.  Calculate is the molarity of the magnesium hydroxide solution if it takes 23.9 mL of the solution to neutralize the potassium bicarbonate.  

 

4. A high-altitude weather balloon is filled with 268 cu/ft of hydrogen (g) will have a diameter of about 8 ft at sea level, but as the balloon climbs through the atmosphere it will expand to 35ft in diameter and will have a volume of 22,449 cu/ft before it pops.  At 100,00 feet in elevation the temperature is -51.10∘F.  The Balloon is released at a temperature of 4.85∘C and a pressure of 14.496 psi.   Calculate the pressure in atm at 100,000 ft when the balloon "pops". 

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