On my channel here, you will get flavours on topics in Mathematics. I have been into teaching line from past 11 years and currently I am teaching to Engineering Students. So you can mostly relate my contents to what Engineers learn mathematics during their Engineering.
Thank you for the suggestion..I will try my best...meanwhile see this connected videos: Linear Algebra: ru-vid.com/group/PLwaXU7G6UrbfMflgIfLgka0k9oRJa9o24
Sir can you please makes video on this question ”Find the surface which is orthogonal to the system z=cxy(x2+y2)z=cxy(x2+y2) and which passes through the hyperbola (x2−y2)=a^2,z=0
Sir I want one answer,in my book ([(2,1,0),(1,3,0),(0,0,2)]) symmetric matrix and its gn eigen value is 1,2,4 eigen vector (1,0,-1),(0,1,1),(0,1,0),but oi check it was wrong,so please send correct matrix for that sir,i want to know what is wrong in that Matrix
In this case , you P matrix will be first 3 columns and Diagonal matrix D will be 1,2,4 as the diagonal entries. Then P DP inverse will give us the matrix A... make sure to maintain the order of eigenvalues and eigenvectors.. I will try to do the calculations once I get free time..
Sir mera Ek question if lamda is eigen value of matrix A with charactristics polynomial f(x) (x_l) k /f(x) and x_l) /_f(x) then geomertical multipicity of lamda is most is at most k
Sir, at 8:48 you have said that the point corresponding to 'h' is not global maximum value but if we consider only the region from d to e can we call it a global maxima?
In 2nd , probability that student attend lect on friday is 0.4 . So , can we directly sat that student do not attend the lect on friday is equal to 1 - probability that student is attend lect on friday i.e. 1 - 0.4 = 0.6 ?
Once we r done with finding the limit for inner integral, we go to outer integral. For limits of outer integral, we project the region on that axis. Here we are projecting the upper triangle, which I called R1, onto the y axis, and we can see that when we project upper triangle R1 onto y axis, y will go from 2 to 4.
sir kya hum linear dependence check kr skte h ,,,,given vector se matrix bna ke ....or matrix k rows vo given vector leke ....fir echelon form me reduced kr k ?.......mne ye ek way to padha h jisme vectors ko column me use kr jo matrix bnti h uske reduced kr te h echleonn form me fir check kr te h linear depnedt h ya nhi
