How do i solve this integral problem?
B baha jaff New member Joined Jan 14, 2011 Messages 6 Mar 1, 2012 #1 [h=1]How do i solve this integral problem?[/h] Attachments form.jpg 21 KB · Views: 5
P pappus Junior Member Joined Feb 13, 2012 Messages 220 Mar 1, 2012 #2 baha jaff said: How do i solve this integral problem? Click to expand... 1. \(\displaystyle \displaystyle{v(t)=v(0)+a \cdot t}\) Determine a. 2. \(\displaystyle \displaystyle{d(t)=\int_0^2(v(0)+a \cdot t)dt}\) Determine d.
baha jaff said: How do i solve this integral problem? Click to expand... 1. \(\displaystyle \displaystyle{v(t)=v(0)+a \cdot t}\) Determine a. 2. \(\displaystyle \displaystyle{d(t)=\int_0^2(v(0)+a \cdot t)dt}\) Determine d.
D Deleted member 4993 Guest Mar 1, 2012 #3 baha jaff said: How do i solve this integral problem? Click to expand... Since this is constant acceleration problem, you could use Galileo's third equation: v2 - u2 = 2*a*s.... where v, u, a and s have their usual definition.
baha jaff said: How do i solve this integral problem? Click to expand... Since this is constant acceleration problem, you could use Galileo's third equation: v2 - u2 = 2*a*s.... where v, u, a and s have their usual definition.
