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A Person Learns a New Task at a Rate That

Question 19

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A person learns a new task at a rate that is equal to the percentage of the task not yet learned. Let p represent the percentage of the task already learned at time t (in hours) . If a person begins learning at a rate of 19 percent per hour, write a differential equation describing the rate of change in the percentage of the task learned at time t.


A) A person learns a new task at a rate that is equal to the percentage of the task not yet learned. Let p represent the percentage of the task already learned at time t (in hours) . If a person begins learning at a rate of 19 percent per hour, write a differential equation describing the rate of change in the percentage of the task learned at time t. A) percent per hour B) percent per hour C) percent per hour D) percent per hour E) percent per hour percent per hour
B) A person learns a new task at a rate that is equal to the percentage of the task not yet learned. Let p represent the percentage of the task already learned at time t (in hours) . If a person begins learning at a rate of 19 percent per hour, write a differential equation describing the rate of change in the percentage of the task learned at time t. A) percent per hour B) percent per hour C) percent per hour D) percent per hour E) percent per hour percent per hour
C) A person learns a new task at a rate that is equal to the percentage of the task not yet learned. Let p represent the percentage of the task already learned at time t (in hours) . If a person begins learning at a rate of 19 percent per hour, write a differential equation describing the rate of change in the percentage of the task learned at time t. A) percent per hour B) percent per hour C) percent per hour D) percent per hour E) percent per hour percent per hour
D) A person learns a new task at a rate that is equal to the percentage of the task not yet learned. Let p represent the percentage of the task already learned at time t (in hours) . If a person begins learning at a rate of 19 percent per hour, write a differential equation describing the rate of change in the percentage of the task learned at time t. A) percent per hour B) percent per hour C) percent per hour D) percent per hour E) percent per hour percent per hour
E) A person learns a new task at a rate that is equal to the percentage of the task not yet learned. Let p represent the percentage of the task already learned at time t (in hours) . If a person begins learning at a rate of 19 percent per hour, write a differential equation describing the rate of change in the percentage of the task learned at time t. A) percent per hour B) percent per hour C) percent per hour D) percent per hour E) percent per hour percent per hour

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