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Problem Name

Problem Description

Notes

diff_eqns_1

If diff_eqns_1_1.gif, diff_eqns_1_2.gif, and diff_eqns_1_3.gif, find diff_eqns_1_4.gif.

 

diff_eqns_2

Solve the differential equation
diff_eqns_2_1.gif

 

diff_eqns_3

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.

 

diff_eqns_4

Solve the differential equation
diff_eqns_4_1.gif

 

diff_eqns_5

Show that the function diff_eqns_5_1.gif is a solution of the differential equation diff_eqns_5_2.gif.

 

diff_eqns_6

If the function diff_eqns_6_1.gif is a solution of the initial value problem diff_eqns_6_2.gif, find diff_eqns_6_3.gif and diff_eqns_6_4.gif.

 

diff_eqns_7

Solve the differential equation diff_eqns_7_1.gif.

 

diff_eqns_8

Show that the function diff_eqns_8_1.gif satisfies diff_eqns_8_2.gif.

 

diff_eqns_9

Solve the differential equation diff_eqns_9_1.gif.

 

diff_eqns_10

Solve the differential equation with given initial conditions:
diff_eqns_10_1.gif

 

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