September 2016

Sydney Sales's picture

Bernoulis

y' + y = e×

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equations

2xy' + y³ e^(-2x) = 2xy

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DE

xy' = y + 2 √xy

Problem 428 - Howe Truss by Method of Sections

Problem 428
Use the method of sections to determine the force in members DF, FG, and GI of the triangular Howe truss shown in Fig. P-428.
 

428-howe-truss.gif

 

Junel Jhon D. Maglasang's picture

Shear and Moment in Frames

Ask ko lang po? Bat wala po kayong Shear and Moment in Frames?

Jay Mhinx Amoroto's picture

spherical triangle

ambigous case of right triangle

02 - Time for the thermometer reading to drop to within half degree of the air temperature

Problem 02
A thermometer reading 75 degree Fahrenheit is taken out where the temperature is 20 degree Fahrenheit. The thermometer reading is 30 degree Fahrenheit 4 minutes later. Find the time (in minutes) taken for the reading to drop from 75 degree Fahrenheit to within half degree of the air temperature.
 

Physics

what is the magnitude of the resultant force of the two forces which are perpendicular to each other? the two forces are 20 units and 30 units respectively.

Differential Equations - Inverse D Operator

(D^6 – 10D^5 + 20D^4 + 50D^3 – 121D^2 – 40D + 100)y = (64x^3)e
^(5x)
(Use Exponential Shift)

Differential Equations - Second Order Elementary Application

Please help!!! :( I need it before midnight strikes. It's for my hhomework but I'm having a hard time. Thank you.

1. For a parallel RLC circuit, R = 1/3 ohms, C = 0.5 farads, and L = 2/13 henrys. If the
current source of the circuit produces i(t) = 20e^(–3t)sin 2t, find the voltage v at any time t
if v(0) = 2 and v’(0) = 1.5.

Related to velocity of sound

Please help. I can't find any solution of this problem on the internet. Thank you.

A glass falls from the window of a tall building . The sound of broken glass reaches the same level 3 s later. How high is the window? Assume velocity of sound to be 340m/s

03 - Excess of the Sum of Parts over the Difference of Parts of a Number

Problem
The excess of the sum of the half and the third parts over the difference of the fourth and the fifth parts of a number is 188. What is the value of the number?
 

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