Recent content by Rookie

Sorry here is the link: http://www.calculatorsoup.com/calculators/physics/displacement_v_a_t.php

Oh it came from https://www.google.com.au/webhp?sourceid=chrome-instant&ion=1&espv=2&es_th=1&ie=UTF-8#q=distance%20calculator%20physics&safe=off except I tried to put gravity on the end of it. The course unit is Physics of Games (seconds year uni subject), there were no prerequisites for...

Ahh second order, I had m = 0 which is zeroth order. So m should equal 2?

Homework Statement A source of light shines through two apertures resulting in an intensity distribution pattern on a viewing screen. The central bright fringe is called the m=0 or zeroth order maximum. In the schematic diagram 1, the light source is to the left of the page and the point...

v = v0 + u * ln(M0 / Mt) - gt I put the subscript on the first M, 0 for the original mass, then the subscript t on the second for mass at the given time; M1 = 3625 (d) Calculate the altitude reached after 1 second. x = v0t + 0.5 * at2 - gt a = 150,000 / 3625 - 10 = 31.38 x = 0 + 0.5 *...

Sure thing. Thank you.

THANK YOU SUCH MUCH GUYS! Really thank you. I can now sleep in ease. I will remember to properly solve the equation step by step on my exam!

t' / √1 - ( v / c )2 t' = 14 14 / √1 - ( v / c )2 14 / √ 1 - ( 269813212 / 299792458 )2 √ 1 - ( 269813212 / 299792458 )2 ( 269813212 / 299792458 )2 =0.80999999879 14 / √ 1 - 0.80999999879 1 - 0.80999999879 = 0.19000000121 14 / √ 0.19000000121 √ 0.19000000121 = 0.43588989574 14...

Okay, okay give me some time I'll be back with a new answer!

:( it's about 3am and my mind tend to drift. How about this 44.2718870949

Okay is it this: 4.42718873898?

Wait ignore that gold on.

Oh I think I did do that! How about now: 19.9999998666?

I think I got it right, if not I'll post step by step. Is it 37.42?

Not really sure what, or how to establish a general formula for 'net acceleration'. I reworked my equation including gravity and fixing the log/ln problem: v = v0 + u * ln(M0 / M) - g v = 0 + 400 * ln(4000/3625) - 10 v = 400 * 0.09844007281 - 10 v = 29.38 m/s How's this?