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This is under the "Separable Variables" section of my textbook:
When a certain liquid substance A is heated in a flask, it decomposes into a substance B at a rate (measured in units of A per hour) that at any time t is proportional to the square of the amount of substance A present. Let y = f(t) be the amount of substance A present at time t. Construct and solve differential equation that is satisfied by f(t).
Please help!
When a certain liquid substance A is heated in a flask, it decomposes into a substance B at a rate (measured in units of A per hour) that at any time t is proportional to the square of the amount of substance A present. Let y = f(t) be the amount of substance A present at time t. Construct and solve differential equation that is satisfied by f(t).
Please help!