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u r welcomeThankyou! ritesh isuri
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u r welcomeThankyou! ritesh isuri
iNnOcEnT kilLeR help.... i too am stuck >.>how can i solve q5 part b http://bit.ly/VHqAOS
WHAT THE HELL ARE THESE LINES WITH (D) ? hahahahaha i have noooo idea x_x I'm doing matrices these days so maybe i havent studied thisiNnOcEnT kilLeR help.... i too am stuck >.>
étudiante aap, pleasehow can i solve q5 part b http://bit.ly/VHqAOS
Dont you only find determinants of square matrices?étudiante aap, please
the problem is that it's not a squar matrixDont you only find determinants of square matrices?
Exactly! Maybe its 0?the problem is that it's not a squar matrix
this is Pakistan >,<Exactly! Maybe its 0?
Here's how to do it for square matrices just in case abyone wants to refresh
Hmm... wait lemme try again :Sthe answer is 10 in marking scheme
Try it from this website www.justmathtutoring.comthis is Pakistan >,<
-7 domination-
bhai its just 'one' question...
thank youwell when u have to find the inverse of a question u have two options either u form an equation with Y, i.e u put Y=x2-x, u then make X the SOF and for the equation of the inverse u just put X in place of Y in the equation u got but here lets say its not possible! so u must choose the other method, u put the equation u got= the inverse they they told u ,
here it is, x2-x=6
and u rearrange the equation to get x2-x-6=0, and u get X=3 and -2
ok thanks i jst got it frm sm 1 elseI did not get ur inverse thingy...
Can u further explain the question?
since this is a 2*1 matrix , its modulus is found by the equation root(a2+b2), here it is root of 8square+(-6)square which is equal to root100=10!!!how can i solve q5 part b http://bit.ly/VHqAOS
u r welcome!!thank you
Thanks Alot Man !since this is a 2*1 matrix , its modulus is found by the equation root(a2+b2), here it is root of 8square+(-6)square which is equal to root100=10!!!
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