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Problem Name
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Problem Description
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Notes
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diff_eqns_1
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If
,
, and
, find
.
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diff_eqns_2
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Solve the differential equation
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diff_eqns_3
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The rate of change of P is proportional to P. If P = 500 when t = 0 and P = 800 when t = 1, find P when t = 4.
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diff_eqns_4
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Solve the differential equation
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diff_eqns_5
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Show that the function is a solution of the differential equation .
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diff_eqns_6
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If the function is a solution of the initial value problem , find and .
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diff_eqns_7
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Solve the differential equation .
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diff_eqns_8
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Show that the function satisfies .
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diff_eqns_9
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Solve the differential equation .
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diff_eqns_10
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Solve the differential equation with given initial conditions:
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Last modified: January 11, 2012
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