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You know which board I'm taking.I was just asking which board you are taking.
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You know which board I'm taking.I was just asking which board you are taking.
sindh boardYou know which board I'm taking.
sindh board
This should workhttp://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s12_qp_42.pdf
Q7 part 1
Could someone please show the correct sketch of the graph?
How do u write such thrillers?Conclusion... dont look hee and there while doing maths xD
acceleration=v-u / t; so t=(v-u)/aplease
There is no change in height, the load is being pulled on a straight horizontal path.http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s10_qp_43.pdf
Q2 i.... Isn't the formula supposed to WD by P = Gain in Ke+ Gain in Pe + Work Done against resistance.
Why they didn't use Gain in PE.
ideas from googles lolHow do u write such thrillers?
you just have to sktch the diagram with important coordinates indicated with a roughly relationship between them but box and whisker plot and frequency diagrams and histograms should properly indicated.http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s10_ms_43.pdf
Q5 (iii)
Am i supposed to draw a neat diagram, everything scales, on a graph or just a kind of rough diagram, with those time and velocity labels without any scale?
Are all the graphs supposed to drawed the same way?
Integration Integrate acceleration and it becomes velocity. As it starts from rest we know the constant is zero. Equate velocity to 90 and you will get the time
acceleration=v-u / t; so t=(v-u)/a
time for P to reach maximum height = 17-0 / 10 = 1.7 s
time for P to return to ground = 2*1.7=3.4 s
time for Q to reach maximum height = 7/10=0.7
time for Q to return = 1.4s
the difference in time is adjusted by throwing Q Ts later. so T=3.4-1.4=2s
this guy writes too u knowIntegration Integrate acceleration and it becomes velocity. As it starts from rest we know the constant is zero. Equate velocity to 90 and you will get the time
I used v=u+atIntegration Integrate acceleration and it becomes velocity. As it starts from rest we know the constant is zero. Equate velocity to 90 and you will get the time
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