I have a question,
If a, b, c & d are constants such that the limit as x->0 ;
[ax^2 + sin bx + sin cx + sin dx] / [3x^2 + 5x^4 + 7x^6] = 8
find the value of the sum a + b + c + d.
I'm looking for how to solve this solution, how do you find a,b,c & d? I'd imagine you'd factor out the "sin x"...