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i wrote 1.76 and not 1.8 will i get penalized?initial u= 8.2 and v= 0 so KE= 1.76
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i wrote 1.76 and not 1.8 will i get penalized?initial u= 8.2 and v= 0 so KE= 1.76
x- extensionGuys for the Young Modulus question can anyone remember the axes on the graph?
dude its strain on the y axis and stress on the x-axisx- extension
y- force
are you sure?x- extension
y- force
it was not strain against stressdude its strain on the y axis and stress on the x-axis
means lamba is equal to .68 into 2 so ans is not 500well y axis had intensity. wen intensity is 0 the ball is at a node dat is zero amplitude. so distance between two nodes was .68m
when lambda is equal to .68 frequency is 500 for gods sake cant u do a simple calculation?????so that
means lamba is equal to .68 into 2 so ans is not 500
thats exactly the question, it depends on the axesFor the force-extension graph of Copper, it was below steel right? A straight line passing through origin, but what was the end point, i mean what was the force at .25 mm extension?? was it .65 N or 1.5 N?
axes was definitely force on y axis and extension on x axis, still confused about the end point.thats exactly the question, it depends on the axes
distance between two nodes IS lambda not lamba into 2so that
means lamba is equal to .68 into 2 so ans is not 500
mass-energy is conserved not mass. mass is converted to energy acrdng to E=mc squareWhat about the last question of the paper, why is mass not conserved?
no its lambda/2distance between two nodes IS lambda not lamba into 2
yeah sorry 0.68m was the distance between 3 nodes hence lambda nd so 500hzno its lambda/2
the final KE was 0 so change in KE was the initial KE...(0.5)(o.o5)(8.4)^2=1.76J........for PE change... h must be calculated.... apply s=ut + (1/2)(a)(t)^2.... s=h... a=-9.81.. u=4.2(given).... t can be calculated bu v=u + at.....0=4.2+(-9.81)(t)..... subtract final PE from initial PE u get 2.0J... i think i got this right.........Can anyone plz explain the method to find K.E and P.E
distance between two nodes IS lambda not lamba into 2
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