Recent content by Monsterboy

  1. Monsterboy

    ChatGPT Examples, Good and Bad

    If you directly ask ChatGPT if it can play chess, is says no, so you type something like this... "Lets play blindfold chess, I play white and you play black, I make the first move. Pawn to e4, you next". Then it responds with e5, then I thought I need to open another tab with an engine to see...
  2. Monsterboy

    Comp Sci Using Single Source Shortest Path Algorithm to find the longest path

    In the graph class definition, this method was returning wrong edges. getEdgesFromNode(node) { let edges = [] if(this.adjacencyList[node]) { for (let i = 0; i < this.adjacencyList[node].length; i++) { if(this.adjacencyList[node][i].direction.from === node) { // this...
  3. Monsterboy

    Comp Sci Using Single Source Shortest Path Algorithm to find the longest path

    Is the idea of multiplying the edge weights by -1 to find the longest path right ? Does it actually work ?
  4. Monsterboy

    Comp Sci Using Single Source Shortest Path Algorithm to find the longest path

    This is the weighted, directed acyclic graph I created in JavaScript class WeightedDirectedGraph { constructor() { this.adjacencyList = {}; } addNode(node) { if(!this.adjacencyList[node]) { this.adjacencyList[node] = []; } } addEdge(node1, node2, direction, weight) {...
  5. Monsterboy

    Find the acceleration of the masses

    So half of ##\Delta y## of the string moves towards the pulley B from under it and the other half moves away, over it, summing up to ##\Delta y## length of string moving towards right, so the distance moved by the pulley is ##\frac {\Delta y}{2}## is this how you see it ?
  6. Monsterboy

    Find the acceleration of the masses

    Some people told me that but I am not able to visualize the distance moved by the pulley B to be exactly equal to ##\frac {\Delta y}{2}##
  7. Monsterboy

    Find the acceleration of the masses

    Ignoring the pulley radius. ##{x_0}## and ##{x_1}## are distances from mass 2M to pulley B, they are constants. ##{y_0}## and ##{y_1}## are the distances of mass M from pulley A. ##{l_0}## and ##{l_1}## are the distances between the pulleys A and B with respect to positions ##{x_0}## and...
  8. Monsterboy

    Find the acceleration of the masses

    I solved this problem by assuming that the acceleration ##a## is the same on the both the masses M and 2M but then answers were wrong, but if the acceleration of the mass 2M is considered as ##a/2## then I get the right answers, but I don't how exactly acceleration is getting halved for mass 2M...
  9. Monsterboy

    Navigating the Tensions in Ukraine: A Scientific Perspective

    I imagine this will be Afghanistan 2.0. I only hope the Ukranians don't end up with their own version of the Taliban after this is over.
  10. Monsterboy

    Navigating the Tensions in Ukraine: A Scientific Perspective

    I think so too, Putin didn't just wake up one day and decide to invade Ukraine. His discontent over Ukraine's eagerness to join the EU and/or NATO, continued expansion of NATO eastwards... Ukraine was the last straw. He has been planning this for several years perhaps. I think people...
  11. Monsterboy

    Tension on both sides of the rope is supposed to be the same?

    The free body diagram of one pulley should look like above, the other one will be a mirror image. The tension ## T_2 ## is created by the man's friends pulling the rope. ## T_1 ## has a vertical and a horizontal component. The vertical component (downwards) is balanced by the normal reaction of...
  12. Monsterboy

    Tension on both sides of the rope is supposed to be the same?

    The pulley is fixed in its position. Lnewqban's image is accurate.
  13. Monsterboy

    Tension on both sides of the rope is supposed to be the same?

    The diagram represents one half of the system. ##W## is the weight of the man. ##T_1 cos \theta = T_2## --> The horizontal component of ##T_1 = T_2## right ? ##T_1 cos \theta = T_1 \frac {d}{\sqrt {4h^2 + d^2}} = T_2## ##T_1 sin \theta = \frac {W}{2}##...
  14. Monsterboy

    Distance moved in two different inertial frames

    Aren't the frames of the stationary elevator and the ground basically the same ? Ok, this is what I wanted to know.
Back
Top