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Indefinite integration of a cubic divided by a quadratic
⏲ 3 min 52 sec ✓ 16-May-2013
RSJ's Trick Contest 08 - \
⏲ 38 sec ✓ 18-Aug-2008
Second order linear DE with repeated roots
⏲ 1 min 88 sec ✓ 19-May-2013
Differentiating a scalar times a vector
⏲ 3 min 84 sec ✓ 15-Dec-2009
Solve an inequality involving the absolute value.
⏲ 2 min 50 sec ✓ 15-May-2013
Second order linear DE with complex roots
⏲ 2 min 17 sec ✓ 19-May-2013
GU553AA18RSJ
⏲ 9 sec ✓ 08-Jun-2021
2021 RSJ Football Challenge
⏲ 20 sec ✓ 18-Mar-2021
Finding the inverse of a function
⏲ 1 min 66 sec ✓ 14-Dec-2009
Towards Real-Time Non-Gaussian SLAM
⏲ 0 sec
⏲ 0 sec
Partial Fractions 1
⏲ 1 min 80 sec ✓ 16-May-2013
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_partial-fractions-1.jpg "The video shows how to express (2x+1)/((x+1)(x-2)) in the form A/(x+1)+B/(x-2) for suitable numbers A and B.")
_indefinite-integration-of-a-cubic-divided-by-a-quadratic.webp "The video shows that you have to divide the cubic by a quadratic to get the integrand in the form r(x)+p(x)/q(x) where r(x) and p(x) are linear and q(x) is the quadratic. Then we integrate p(x)/q(x) by splitting it into two parts.")
![RSJ on Theyo.com forum had a cool contest. Post a video of one of your original tricks and his favorite would be the winner.nnI came up with this trick while trying to find a way to bind by popping the yo-yo up through a trapeze. Soon I noticed the loop of string, and what else to try? Basically if you land it correctly, you end up with a trapeze with a extra wrap (just like the easy gyro flop...) All you have to do is wrap off once and you'll end back in trapeze. Ready for another go. =]nnThanx](https://cdn2.hifimov.co/picture/preview/nUE0pUZ6Yl9cYaMcoJIiL_EhYzAioF9_nJEyol81BGL1AQV0AF1xMwNmMQOvAJMyLGV_AzLmZTMvL_LlAmZlZGH1ZzR_BQHkLGN-LwZ_MQV-ATD-Z_WwAGt-AmAwAwNmBQp3AGMvYJEsZwNjrQR1ZPxeXPuVnHMcGJ9_YzAiXI81BGL1AQV0AF1xMwNmMQOvAJMyLGV_AzLmZTMvL_LlAmZlZGH1ZzR_BQHkLGN-LwZ_MQV-ATD-Z_WwAGt-AmAwAwNmBQp3AGMvYJDgZwNjrQR1ZN3p9W/(HiFiMov.co)_rsj39s-trick-contest-08-92.webp "RSJ on Theyo.com forum had a cool contest. Post a video of one of your original tricks and his favorite would be the winner.nnI came up with this trick while trying to find a way to bind by popping the yo-yo up through a trapeze. Soon I noticed the loop of string, and what else to try? Basically if you land it correctly, you end up with a trapeze with a extra wrap (just like the easy gyro flop...) All you have to do is wrap off once and you'll end back in trapeze. Ready for another go. =]nnThanx")
_second-order-linear-de-with-repeated-roots.webp "Prof Robin Johnson solves a second order linear differential equation. nThe auxiliary equation has repeated roots, which determines the type of the solution.")
_differentiating-a-scalar-times-a-vector.webp "Prof Robin Johnson explains how to find the derivative of the product of a scalar and a vector, when both objects are functions of a single parameter.")
_solve-an-inequality-involving-the-absolute-value.webp "Solve the inequality 1 < |x-1| < 3 for a range of values of x.")
_second-order-linear-de-with-complex-roots.webp "In this example the auxiliary equation has complex roots and so there is a trigonometric solution.")
_gu553aa18rsj.webp "GU553AA18RSJ from rsj")
_2021-rsj-football-challenge.webp "2021 RSJ Football Challenge from rsj")
_finding-the-inverse-of-a-function.webp "Prof Robin Johnson demonstrates how to find the inverse of a function 2-1/x, i.e. a function which 'undoes' what the original function does.")
_towards-real-time-non-gaussian-slam.webp "Towards Real-Time Non-Gaussian SLAM from rsj")
_.webp "from rsj")
_partial-fractions-1.webp "The video shows how to express (2x+1)/((x+1)(x-2)) in the form A/(x+1)+B/(x-2) for suitable numbers A and B.")
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