Hello there,
i don't see how we can help you in this one, for me the answers are obvious but anyway : when two vectors are in the same direction and pointing to the same way, an addition results in a third vector who's module is the sum of the previous two
when two vectors are not in the same...
Hello there,
here is the explanation :
what you did is absolutely correct, except for the Force formula.
The force is the change of momentum per unit of time and not the value of the momentum per time. So its F = dp/dt and not F = p/t
Therefore, the conceptual aspect that you missed in the...
the purpose : absolutely nothing at all :) actually your book just didn't simplify the expression to the fullest... if you divide by 2 the numerator and deminator in the final expression reached from the book, you get to the one I found... like I said, they should have done the simplification...
Hello there,
here is the problem, your second derivative is wrong it should be:
y"= [2(x^2+x-2)^(1/2)-( {((2x+1)^2)/(2(x^2+x-2)^(1/2))} )] /(2(x^2+x-2))
then what you have to do is multiply by (x^2+x-2)^(1/2) both the numerator and the denominator
thus you'll obtain this form :
y" =...