At most how many games could you attend at the $9 price before spending more than the cost of a season ticket? What are the important parts of the equation to graph #f (x) = (x^2 - 1) / …

See below. The end behaviour is what is happening as x->+-oo lim_ (x->oo) (3x-3)/ (4x+5) (3x-3)/ (4x+5) Divide by x: ( (3x)/x-3/x)/ ( (4x)/x+5/x)= (3-3/x)/ (4+5/x ...

How do you find the zeros by rewriting the function #y=x^2-10x+24# in intercept form? How do you find the zeros by rewriting the function #y=x^2+16x+64# in intercept form? How do you …

The true behaviour can be determined if we carry out the division.

The absolute extrema of a function are the largest and smallest y-values of the function on a given domain. This domain may be given to us (as in this problem) or it might be the domain of the …

The given function does not contain any of the limitations mentioned above, therfore its domain is R Range To find the range we have to look for possible values of the function. From the …

How many turning points can a cubic function have? How do you find the coordinates of the local extrema of the function? How do you find the local extrema of a function? How many local …

Jan 18, 2018 · As the function approaches #x=-1# negatively, we have a negative numerator and a negative denominator, meaning a positive value, i.e. it goes to positive infinity. Therefore, …

Explanation: We want an exponential function #f (x)=a^x# such that #f (0)=a^0=1# and #f (3)=a^3=64#.

Oct 18, 2015 · When we are asked whether some theorem "can be applied" to some situation, we are really being asked "Are the hypotheses of the theorem true for this situation?" (The …