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dx/(z^2+2y)=dy/(z^2+2x)=dz/-z


4/7x+5/14x=39


Solve the following B.V.P.

๐‘ข๐‘ก๐‘ก = ๐‘ 2๐‘ข๐‘ฅ๐‘ฅ; { ๐‘ข(๐‘ฅ, 0) = cos ๐‘ฅ โˆ’ 1, ๐‘ข๐‘ก (๐‘ฅ, 0) = 0 ๐‘ข(0,๐‘ก) = 0, ๐‘ข(2๐œ‹,๐‘ก) = 0 0 โ‰ค ๐‘ฅ โ‰ค 2๏ฟฝ


A string of length 10 ๐‘“๐‘ก. is raised at the middle to a distance of 1 ๐‘“๐‘ก, and then released. Describe the motion of the string assuming ๐‘ = 1๐‘“๐‘ก. ๐‘  โˆ’1.ย 


The ends and sides of a thin copper bar (๐›ผ 2 = 1.14) of length 2 are insulated so that no heat can pass through them. Find the temperature ๐‘ข(๐‘ฅ,๐‘ก) in the bar if initially

๐‘ข(๐‘ฅ, 0) = { 60๐‘ฅ 0 < ๐‘ฅ < 1 60(2 โˆ’ ๐‘ฅ) 1 โ‰ค ๐‘ฅ < 2ย 


Obtain the general solution of the following equations. 1. xydx + (x ^ 2 - 3y) * d * y = 0 2. y' =y-xyยณe-2x Solve the following problem: 1. The population of a community will be treble by the year 2009. If the population in the year 1998 initially has 2,025, find the year when the population will be doubled. What is the population in the year 2012? 2. A thermometer reading of 50 degrees Celsius was plunged into a tub of frozen water. If the thermometer reads 30 degrees Celsius after 5 seconds, what will be the reading after 10 seconds? How long will it take for the thermometer reading to drop to 20 degrees Celsius?

solve the system of first-order linear differential equations

y1'=y1-y2

y'2=2y1+4y2


verify that the indicated function is a solution of the given differential equation. Assume an appropriate interval I of denition of each solution. 25. x dy dx 2 3xy 5 1; y 5 e3x # x 1 e23t t d


xe^y dy + x^2+1/y dx= 0
(y^ยน)^2= 1-y^2/1-x^2 ; y=1/2 when, x =1
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