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how to get my self done wd p3 .. :S 
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Can someone help me?
Find the cartesian equations of the plane through (--1,1,2) and (2,0,-1) perpendicular to the plane x+y-2z=1.
use the two points to obtain a direrction vector in the plane....and usee the given plane equation's normal as another vector in the required plane....cross these two vectors and there u go ....
thank you!Aoa wr wb!
yeah just as hassam said...like in the a part..u got
z = -2..
instead of z it's z^2 now
so z^2 = -2
similarly do for the other 2 roots...when u take the square root u obviously get..2 answer![]()
aoa wr wb!how to get my self done wd p3 .. :S![]()
I guess taking any initial value would solve the question I'll recommend to find the answer by calculatorHow to get the initial value for q4 ?
smartI guess taking any initial value would solve the question I'll recommend to find the answer by calculator
and rounding it off to whole number and then using this as initial value![]()
Can someone help me?
Find the cartesian equations of the plane through (--1,1,2) and (2,0,-1) perpendicular to the plane x+y-2z=1.
use the two points to obtain a direrction vector in the plane....and usee the given plane equation's normal as another vector in the required plane....cross these two vectors and there u go ....
cross product/vector roduct/cross the vectors..al are the same thing...Check this: Vectors , to find out how to do that...Can someone please write it? I'm still stuck. What does 'cross these vectors' mean please?
Page 100 same thread post 1990 already solvedCan someone please explain j10 v31 Q9)i)
Why did you reach to this?http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s06_qp_3.pdf
http://www.xtremepapers.com/papers/CIE/Cambridge International A and AS Level/Mathematics (9709)/9709_s06_ms_3.pdf
question 4 part 2
i reached til the eq. 25 < 25cos(θ - 73.74) < 25
can any one help me out by just doing 2 to 3 more steps not the whole question plz
whats thiis lnk??Hi.. Can someone pls help with nov11/33.q10 =S
here's the link
https://docs.google.com/viewer?a=v&q=cachel5TBi4TmzcJ:www.xtremepapers.com/papers/CIE/Cambridge%20International%20A%20and%20AS%20Level/Mathematics%20(9709)/9709_w11_qp_33.pdf november 2011 paper 33 9709&hl=en&gl=pk&pid=bl&srcid=ADGEESjynU7l4xl4mks2Y9oAnb1ghOQR75yUtAXuiAgJKP_3ljz5gDqaCPFYXCpxIS64HCC4oTVS4IwZIOBFrPlov_GWo38j47c-BwVoNuC1LpcY83kSTKful1Zt-ubLe1vbidh5Lf5D&sig=AHIEtbTfFEbI3bmoyd0Wnx3O3bppOVsZ_w
why is it "360-50.7"Thanks for replying!
when you make X the subject does the answer you get have to be within the new range or the one specified in the question?
I get (2X-71.57)= 50.77 and 2x-71.57=(360-50.77)
2X=122.3 and 2X=380.8
X=61.2 X=190.4
in 2nd quadrant, only sin is +ve
then, do 360-190.4=169.6
then, 180-169.6=10.4
final answer should be in range specified in the question
i had the same problem
what i did first was to make lny the subject ---> lny=(2x+1)/x
now differentiate each side ------> lny becomes 1/y (dy/dx)
differentiate (2x+1)/x using quotient rule ------- [2x-(2x+1)]/x^2 = -1/x^2
therefore------- 1/y (dy/dx)= -1/x^2,
take 1/y to the other side becomes ------− - y/x^2
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