The axis of symmetry is essentially the x value of the turning point (the vertex) of a parabola. Explanation: Given: #X^5=1# We find: #0 = X^5-1 = (X-1) (X^4+X^3+X^2+X+1)# So one root is #X=1# For the other roots, solve: #0 = X^4+X^3+X^2+X+1# #color (white) (0)=X. Find the derivative of the function below by simplifying
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How do you solve 2x2 + x + 7 = 0
Algebra quadratic equations and functions comparing methods for solving quadratics
F (g (x)) = x f (g (x)) is denoting the composition of f and g Just as how if we were applying f to a number, we would substitute that number for each x in f (x), as we are applying to f to g (x), we substitute g (x) for each x in f (x) How do you simplify −6(7 + x) Algebra properties of real numbers expressions and the distributive property
Know that the parent function is y = x2 This is where we start and so our starting function looks like this Thus far, our function looks like this
