Investigating The Sin Curve Math Hl Ia

Investigating the Sine Curve This report investigates the wickedness pass on in the form o[pic] f, and how that relates to the interpret of the sine wrick. In particular, it would be investigated how the various variables ([pic] effect the way that the graphical record is drawn and wherefore beholding if the rule ignore be generalized to give to whatever form of the equation. The first thing to do would be to dispense with [pic] and [pic] to be 0, which would mean that the equation [pic] takes the form of: [pic]. It can be seen from represent 1.1 that when [pic] is 1 what graph you get (the rose-cheeked graph) and when [pic] is allowed to be 2 what the graph looks like (the blue graph). From the graph downstairs it can be seemn that increasing [pic] stretches the graph by the element of change in [pic]. In simple words, the graph of [pic] would be twice the point of [pic] as is clearly seen from Graph 1.1. When I change the time tax for [pic], all the che er of the sine curve get multiplied by that look upon of [pic], which is 2 in this case. By multiplying all the values of the curve by [pic] the heyday of each point in the curve increases while there is no change in the put of the graph in the x-axis.

For the passe-partout sine graph ([pic]) it is habitual knowledge that the comparative minima and maxima are -1 and 1 respectively, however when the [pic] is changed the original minima and maxima are as well as multiplied by [pic] and therefore the new minima and maxima would become [pic] and [pic] respectively. The wait of the graph overly gets stretched by [pic] as this is the number that the unharmed curve is beingness multip lied by. This time when we change the val! ue of [pic] we would change it into a fraction, one fraction would be littler than 1 whereas the former(a) one would bigger than 1. It can be seen that when you have a fraction that is smaller than 1 for your [pic] value the height of the sine curve ill decrease to the height of [pic]. On the new(prenominal) hand, having a bigger fraction than 1 increases the height of the sine curve to...If you want to get a full essay, crop it on our website: OrderEssay.net

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