Which of the following would illustrate a quadratic relation between the dependent and independent variables when graphed? A. a graph of the area of a circle vs. its radius r (a = πr^2) B. a graph of the equation a = 1/b C. a graph of distance vs. time for a car moving at constant speed D. a graph of mass of water vs. the volume of water in a drinking glass **I'm pretty sure it wouldn't be C right? because constant would be a linear line? thank you!! :D
^&%@&^#%&^@%&^!%&!*^@&!! >.< i have no idea what this is - sorry ;~; wish i could help yuh
do you know what a "quadratic equation" is?
haha it's physics! the subject bar wasn't working for me so I just posted it here! thanks though @arabpride :) and it curves right? @jdoe0001 :)
well.. nope.... QUADratic means the function is of a 2nd degree
ohhh okay :)
lolz - yah havn't taken physics <repeated facewacks> x'D
what does that mean exactly though? @jdoe0001 :/ and haha no worries @arabpride :)
\(\large \begin{array}{llll} dependent&{\color{blue}{ degree}}\\ \downarrow &\ \downarrow \\ area = \pi &r^{\color{blue}{ 2}}\\ &\uparrow \\ &independent \end{array}\)
A'Ight Good Luck ^-^*
ohh okay, so @jdoe0001 it would be choice A? :O and thanks @arabpride ! :D
yes
B is a LINEar function C is a LINEar as well D has volume, thus 3 units, thus a 3rd degree expression
ahh okay thank you so much!! :D
yw
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