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The centre of the screen is always a maximum because the path difference of the waves = o so they're exactly in phase.Is the zeroth order considered a maxima?
And can you please explain no 24 from s10 p11?
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The centre of the screen is always a maximum because the path difference of the waves = o so they're exactly in phase.Is the zeroth order considered a maxima?
And can you please explain no 24 from s10 p11?
Thanks a tonneUse v^2=u^2+2as. a=F/m. To find F, draw a free-body diagram on the 1 kg mass, and m will be 3 kg.
Here's a way of doing it: s=u^2/2a. Assume that u = 300 and a = 50. s will then = 900. Increasing 300 by 20% will make it 360. If a stays the same, s = 1296. 1296/900=1.44.
why are we doing this 1296/900?
The centre of the screen is always a maximum because the path difference of the waves = o so they're exactly in phase.
road has an upward force on wheel as it is the opposing force to the weight of the car so it is either A or B. The car moves towards the right so the road applies a force on the wheels to the right making it able to move so the answer is B.Can someone explain M/J 2003 #11 for me please
why are we doing this 1296/900?
Does that also apply while using 'n x lambda= d sin theta' ?
So you have to add one to whatever answer you for n?
how is this question going to be solved:a wire stretches 8mm under a load of 60N.what will be the extension of a wire of same material having four times the cross sectional area and twice the original length.when the same load is applied.answer is 4mm
9702/12/O/N/11
http://papers.xtremepapers.com/CIE/Cambridge International A and AS Level/Physics (9702)/9702_w11_ms_12.pdf
Mcq 36 the sinusodial wave form
Anyone ???? Please
Thanks
Very sorry i meant 26 thanksmcq 36 doesnt have any wave form....??
yeah got it. thanks alotokay...force is same
let it be...Wire X Wire Y
F=60 N F=60 N
e= 8 mm ext.y=?
A 4A
lx= l ly=2l
cz the two wires r of da same material both have same Young Modulus
E of x = E of y
Fl/Ae = Fl/Ae
put the values nd solve u will get e=4 mm....
Hope u understood....
okay...force is same
let it be...Wire X Wire Y
F=60 N F=60 N
e= 8 mm ext.y=?
A 4A
lx= l ly=2l
cz the two wires r of da same material both have same Young Modulus
E of x = E of y
Fl/Ae = Fl/Ae
put the values nd solve u will get e=4 mm....
Hope u understood....
what to do in this one:The youngs modulas of steel is determined using a length of steel wire and is found to have value of 'E'.another experimentis carried out using a wire of same steel,but twice the length and half the diameter.what value is obtained for the youngs modulas in the second experiment.
the second wire will also have young modulus: E because the seconnd wire is also made of the same material nd the length nd diameter r only given to confuse ppl....
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