I have an exponential function graph that was given to me as a question i had to find the points and find three different ways of finding the area under the curve.
I found an Empirical model (finding the formula and integrating from one point to another)
I found a Finite Element model...
I was given a very open ended question stating...
"How Long will it take to break into a line of traffic at a 'T' intersection"
I need some sort of start like a theory that includes this kind of thing. We have been studying probability this term so i need something to do with a probabilty...
im only in grade 12.... i dont have the time to take a day off or read calulus texts... i just need some one to tel me what to do and how to integrate it
nah im only in grade 12 in australia... i just need som help integrating this so i can solve a "flight" plan of a particle with variable acceleration... if you can help me with this it would be great
Homework Statement
the trouble is in the integration on the left side (go straight o my answer down the bottom of the page)... please help me...
mg-u-kv=m*a
where (all constant)
m= mass= 3000
g=gravity=10
u=thrust=172000
k=30
v=velocity=variable
a=acceleration=variable...
Homework Statement
the trouble is in the integration on the left side (go straight o my answer down the bottom of the page)... please help me...
mg-u-kv=m*a
where (all constant)
m= mass= 3000
g=gravity=10
u=thrust=172000
k=30
v=velocity=variable
a=acceleration=variable...
for question 4.) mg-kv^2-u=m*v(dv/ds)
i got (using the constant values
1/0.06*ln(|142000+0.03v^2|)=-1/3000*S+c
when S=0, v=1000
therefore c=200.921
-1/3000*S=1/0.06*ln(|142000+0.03v^2|)-200.921
when v=0, S=?
therefore S=9583.88 m
using this same method i need the others...