Hi,
Can anybody help with this question? I have attached a scan rather than type it all out. Any tips would be appreciated as I'm unsure how to start it.
Thanks
Hi,
Can anybody help with the following:
A point particle moves in a plane with trajectory given by r(t) = R [θ (t)]^3/2, where R is a constant.
The angle θ in radians increases in time according to the equation θ (t) = 1/2 α t^2,
where α is a constant whose numerical value is α = 1...
Hi,
Can anybody offer any assistance with the following problems please:
1. A train is moving along a straight line at constant speed V. Inside a carriage an object is thrown upwards from a height h (measured from the floor of the carriage) with initial velocity v. Determine the trajectory...
This is very basic but I'm having doubts about my understanding of mappings, onto, one-to-one etc and the textbook I'm using isn't very clear.
[b]1. Let α,β and γ be mappings from Z to Z defined by
α(n) = 3n
β(n) = 4n²+1
γ(n) = 2 + cos (nπ/2) ...this is (n(pi)/2
Which of the 3...