mujura1

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Doing well in university? I finally got accepted into the University of Waterloo for mathematics regular (going to major in computer science in second year). I start in January (applied for the winter 2016 term) and I am really looking forward to starting it. However, I need to get the highest mark possible (85%+ hopefully) to get into co-op. The average of getting in is based on the number of spots available and the average is relative to every applicant. The courses I'm taking are: MATH 135 - Algebra (not basic algebra, it is just proofs) MATH 137 - Calculus I CS 115 - Introduction to programming I ENGL 109 - Introduction to Academic Writing (I have to take this and I really suck at writing essays and stuff..) ECON 101 - Microeconomics Th

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Senior prank suggestions? So I had this idea of a great senior prank. I have all the teacher's emails and the head of my school board's email. I was thinking of sending a mass email to all the teachers using a spoofer to make it look like the head sent it to them. Possible things to send them: - The offices within the school are going to have their desks replaced with standing desks. This would create a lot of commotion and the fat teachers would complain at the head to not change it. - Schedule fake meetings to discuss a "serious" topic - Somebody hacked into the school system and everybody will be required to change their passwords - This may be a bit of a stretch, but possibly say there will be an assembly tomorrow during first

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Terminal Velocity and The Millikan Oil Drop Experiment I have been trouble finding the terminal velocity of the drops of oil in Millikan's experiment. The equation it gives me for the mass is: However, I need to find the terminal velocity before finding the mass. It gives me the time only, but how to I incorporate time into the terminal velocity equation? Terminal Velocity equation: v = 2 (r^2)(p)(g) /9n where v = terminal velocity (m/s) r = radius of the drop (I think this is 0.01m) p = density of oil = 923 kg/m^3 g = 9.81 m/s^2. My friend said this should be the universal gravitation constant but I don't know if he is trolling me! n = viscosity of air = 1.83 x 10^-5 kg/m/s The time for the first droplet is 18.5 seconds to drop 0.01m. How

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Learn Calculus online? So I'm currently in high school and I am approaching the end of calculus and moving onto vectors. Since I won't be doing calculus until my final exam, I was wondering does anybody know any website where I can learn more calculus? Currently I have done: -Limits -Derivatives -Derivative applications such as implicit differentiation, higher order derivatives, related rates -Derivatives of y=b^x,y=lnx,y=e^x,y=logx -Optimization -Sketching rational and polynomial functions using derivatives and such -Derivatives of trig functions (sin, cos, tan, etc) Thanks

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Need some simple physics help. This is embarrassing, I know. I asked all my friends and they didn't want to answer me because of how stupid this question was.. But here it goes: Looking at this picture, there are 4 frames of the ball: This picture was shot through a 30 frames / second camera. How many seconds elapsed from the start to the top? I think it's 2/15 seconds but my friend said to check my units and he sent me this: -_- I am so confused so if someone could help I would gladly appreciate it! :)

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What can I do about this? Okay, so long story short, I got my boss from my last job to make me a virtual machine that I can connect to using remote desktop. I haven't used the remote desktop since the end of July. My gmail got disabled randomly and then I remembered that I have my gmail logged in on the desktop. I connect to the desktop, only to find that a poker game was installed, but more importantly there was a web browser open. It was a filled out form that hasn't been submitted yet. It included a mans name, address, postal code, and credit card information. I took his phone number and do two things to it. First, I searched the phone number and find that it was attached to the exact address and name shown in that form. Second, I go ahe

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