- #1
misogynisticfeminist
- 370
- 0
Yea, I've got a two problems which i can't really solve.
1. if a particle's velocity, t seconds after leaving a fixed pt. A is,
[tex] v=3-6e^-^0^.^5^t[/tex]
state the value which v approaches as t becomes very large.
2. Given that [tex] \int_{0}^{3} g(x) dx=4 [/tex] , evaluate
[tex] \int_{0}^{2} 2 g(x) dx + 2 \int_{2}^{3} (g(x)+x) dx [/tex]
The major problem i have is with the definite integral with range 3, 2.
Thanks for any help.
1. if a particle's velocity, t seconds after leaving a fixed pt. A is,
[tex] v=3-6e^-^0^.^5^t[/tex]
state the value which v approaches as t becomes very large.
2. Given that [tex] \int_{0}^{3} g(x) dx=4 [/tex] , evaluate
[tex] \int_{0}^{2} 2 g(x) dx + 2 \int_{2}^{3} (g(x)+x) dx [/tex]
The major problem i have is with the definite integral with range 3, 2.
Thanks for any help.