aakathaai Posted October 7, 2018 Report Posted October 7, 2018 2 minutes ago, AlaElaAlaEla said: utter gaadu raanu ani cheppadu aadni drawer pattukuni eedchukuni raa Quote
AlaElaAlaEla Posted October 7, 2018 Report Posted October 7, 2018 2 minutes ago, aakathaai said: aadni drawer pattukuni eedchukuni raa annai weekend mandu brand enti nallaberry ba tho epudanna vesava sitting Quote
aakathaai Posted October 7, 2018 Report Posted October 7, 2018 4 minutes ago, AlaElaAlaEla said: annai weekend mandu brand enti nallaberry ba tho epudanna vesava sitting Ninna just smrinoff anthe Nallaberry ba tho 3 times esaa sitting Quote
Bahu Posted October 7, 2018 Report Posted October 7, 2018 40 minutes ago, AlaElaAlaEla said: utter gaadu raanu ani cheppadu coming to sidhu liquor ? Quote
reality Posted October 7, 2018 Report Posted October 7, 2018 On 10/6/2018 at 7:50 AM, Staysafebro said: Bcom lo physics chadivava? Lol Quote
Staysafebro Posted October 7, 2018 Report Posted October 7, 2018 22 hours ago, Heroin said: Boats n streams Relative Speed of two bodies moving towards each other s(1)+s(2) and in the same direction s(1)-s(2). Boats, Streams and Escalators If a constant distance is covered at speeds which are in an AP, then the times taken will be in an HP and vice-versa (For eg, Upstream, Boat-speed, Downstream speeds will always be in AP. Same can be applied in escalator questions as well). Speed(Upstream) = S(Boat)-S(River) Speed(Downstream) = S(Boat)+S(River) Speed(Boat) = [S(Downstream)+S(Upstream)]/2 Speed(River) = [S(Downstream)-S(Upstream)]/2 Motion of two bodies in a straight line Two bodies start from opposite ends P & Q at the same time and move towards each other with speeds S(1) & S(2). After meeting each other, they take times of T(1) & T(2) to reach their destinations. Time taken for them to meet sqrt[T(1)*T(2)] S(1)/S(2) = sqrt[T(2)/T(1)] Two bodies start from opposite ends P & Q at the same time and move towards each other with speeds S(1) & S(2). They reach the opposite ends and reverse directions. {S(1)>S(2) and S(1) Total distance covered till nth meeting (2n-1)D and time taken (2n-1)D/S(1)+S(2). Circular Motion Number of distinct points: In same direction, a-b and in opposite direction a+b (Here a/b is the reduced ratio of speeds). I hope that with this set of formulae, you will be able to solve TSD questions with ease. I will be conducting a workshop on TSD where I will be discussing this and other concepts. 1 Quote
Desi_guy Posted October 7, 2018 Report Posted October 7, 2018 12 hours ago, Amy99 said: Ah mahanubhavudi ni dp laaga kuda pettukuntara .. Quote
Heroin Posted October 8, 2018 Author Report Posted October 8, 2018 12 hours ago, Staysafebro said: Relative Speed of two bodies moving towards each other s(1)+s(2) and in the same direction s(1)-s(2). Boats, Streams and Escalators If a constant distance is covered at speeds which are in an AP, then the times taken will be in an HP and vice-versa (For eg, Upstream, Boat-speed, Downstream speeds will always be in AP. Same can be applied in escalator questions as well). Speed(Upstream) = S(Boat)-S(River) Speed(Downstream) = S(Boat)+S(River) Speed(Boat) = [S(Downstream)+S(Upstream)]/2 Speed(River) = [S(Downstream)-S(Upstream)]/2 Motion of two bodies in a straight line Two bodies start from opposite ends P & Q at the same time and move towards each other with speeds S(1) & S(2). After meeting each other, they take times of T(1) & T(2) to reach their destinations. Time taken for them to meet sqrt[T(1)*T(2)] S(1)/S(2) = sqrt[T(2)/T(1)] Two bodies start from opposite ends P & Q at the same time and move towards each other with speeds S(1) & S(2). They reach the opposite ends and reverse directions. {S(1)>S(2) and S(1) Total distance covered till nth meeting (2n-1)D and time taken (2n-1)D/S(1)+S(2). Circular Motion Number of distinct points: In same direction, a-b and in opposite direction a+b (Here a/b is the reduced ratio of speeds). I hope that with this set of formulae, you will be able to solve TSD questions with ease. I will be conducting a workshop on TSD where I will be discussing this and other concepts. Thanks Quote
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