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Computer science. To transfer into the double degree, you'll need a distinction WAM in whatever program you end up choosing. https://student.unsw.edu.au/ipt-business

At the start of the first month, she already has $55 772, but instead of adding her usual amount, she adds $M. Beginning of month 1: $55 772 + $M So A1 = ($55 772 + $M) x 1.005 A2 = (A1 + $M) x 1.005 A2 = [[($55 772 + $M) x 1.005] + $M] x 1.005 A2 = [($55 772 + $M) x 1.005^2 +...

1. You should draw a diagram. I would split the parabola into two functions by making x a function of y, where sqrt(y) is the principal root. x = +\sqrt y - 5 V_1$ = $\int^{4}_{1} \pi (\sqrt y - 5)^2, dy x = -\sqrt y - 5 V_2$ = $\int^{4}_{1} \pi (-\sqrt y - 5)^2, dy Subtract...

$The initial velocity is given: $25m/s u_y = 25sin(\theta), u_x = 25 sin(\theta) $To decompose into horizontal and vertical components, you need to find $ \theta. $Use $\Delta y = u_yt + \frac{1}{2}a_yt^2$, where $\Delta = -120, u_y = 25sin(\theta), a_y=-9.8, t=6.4 \theta =...

$Let the width of the rectangle be w, and its length, l. The expression for the perimeter is $P = 2w +l + \frac{\pi \times l}{2}=4. $Making w the subject of the equation: $w=2-\frac{(2+\pi)\times l}{4}. $ (1)$ $The area is given by A = $lw +\frac{\pi(\frac{l}{2})^2}{2}=\frac{\pi...