I need math help anyone!!
in which topic
I posted my quiz I need help:/ its inverse
sorry i dont know this yet
@Night-Watcher
@thomaster can you help me
on the second table, just divide the wins/losses, and the greatest number will be your team which scored the best.
and for the second one, since all numbers are being added to 0, the answer is kinda the same as the question
(the first matrix one in the question)
@kaylaelizabeth
okay thanks
ok, so matrix A={{-3,5,6},{9,-5,3}}, and B={{-2,6,7},{2,-1,-6}} im not completely sure, but your doing -3A, if I am right, just multiply each number in the matrix A by -3. and same for B but with 6, because its 6*B, I'm not completely sure, so let me do the calculations just a sec
okay
yep, i did the calculations and how I explained it is 100% correct (and I'm just doing these questions for the first time, yet i still got it right) I LOVE MATH.
I forgot to say, after you did the multiplying by -3 and 6, you add the matrix's
okay so is it C?
nope, thats a close one, though, in matrix A on the second line, the second number is 9, not -27.
because (-5*-3)+(-1*6)=9, not -27
okay so it would be d?
Correct
@mathmale like how i did this one?
ok, for this one, you add the two given matrix's and thats your answer for x
I got -16 when I add them
not actually add all the number in the matrix's, but add their corresponding numbers for example (not actual answer to that specific question) A={{04,02,08},{09,03,06}} +B={{04,02,07},{08,03,06}} ================= C={{08,04,15},{17,06,12}} for adding them, you just add their corresponding numbers
okay so it would be c={4}
well, no because, you have to remember, in my example i wasn't adding negative numbers, in the question given, you are. know the rule for adding negative by a positive?
im not suree
doesn't the biggest number determine if its positive or negative
ok, so take, -4 and add 3 to it, a simple way i found to get this done is to just instead of, -4+3=? i would do, 3-4=? which would result in the same thing
understand?
ohh okay so c= 2-8 and 2-4?
remember, that your adding by the corresponding place in the second matrix, so actually for the first number in the matrix's, 2+4=?, the second number, (-8)+(-6)=? and so on for the rest of the matrix
okay so 2+4 ,-8+-6, -4+2, 2+-8
correct
want a trick for adding both negatives?
yeah sure
ok so the second numbers in the matrix are -8 and -6, just turn, (-8)+(-6)=? into, 8+6=? and just stick a negative sign on the answer -8 + -6 = ? 8 + 6 = 14, now just stick a negative sign to it, into -14, and theres your answer for adding those negative numbers
its a lot faster, since most brains can mainly handle adding positives a bunch times faster
btw, what grade are you in? (if you don't mind me asking)
okay so would my answer be A? and 11th
correct, and holy smokes, I'm in 10th grade doing 11th grade work SWEET, what specific math class is this for?
it is algebra 2b its hard I don't understand most of it
sweet, XD i know this stuff really good, because in a way you could see it as adding in computer language.
for this, you do the same, but instead of adding , you multiply
okay so it would be c= 5*-4,5*9,-2*8,3*7
correct
so it would be -20 45 -16 21
again correct :) nice, your getting the hang of this pretty good
thanks but none of those are an option :/
0.0 its the correct way, well, this is awkward, just a sec
okay
XD ok for some freaky reason, multiplying matrix's is different than actual multiplication
wow, this is gunna be weird to explain lol
ok here it goes: .....A..........B {05|05} {-4|09} {-2|03} {08|07} XD, ok so for multiplying matrix's you take the 1st row of the first matrix, and you multiply by the first COLUMN in the second matrix to get the 1st number, then the first row in matrix again, and multiply by the second COLUMN in the second matrix., and same thing for the second row in the first matrix
i guess its done like that, because some matrix's can have different dimensions like, matrix A is, 3x2 and the second is 2x3, and so it will leave no un-multiplied numbers
so what does this mean
{05|05} {-4|09} {-2|03} {08|07} {a|a} {A|B} {b|b} {A|B} taking this into consideration {(a*A),(a*B)} {(b*A),(b*B)} you might have to take a good look at it, but i promise you'll understand if you look back and forth between them.
okay im getting D
XD ok wait let me explain it better {aa|ab} {AA|BA} {ba|bb} {AB|BB} taking this into consideration {(aa*AA+aa*AB),(ab*AA+ab*AB)} {(ba*BA+ba*BB),(bb*BA+bb*BB)}
okay now I got b
{(aa*AA+aa*AB),(ab*BA+ab*BB)} {(ba*AA+ba*AB),(bb*BA+bb*BB)} oops sorry for that, the table above is now 100% correct
okay now I got D
? can you type your steps
the answer, is A, you could compare the results you calculated from that.
still there?
yeah I got 20 80 -8 and 48
I got it now I got the right numbers
undefined because there are not the same amount of dimensions in the second as there is in the first
thanks
im not sure, though I would go with yes, because the numbers in matrix A match the numbers in matrix B but inverse
though i could be wrong, let me confirm
yep i was right
invert all the numbers and switch the first number in the matrix and the very last number, and theres your inverted matrix (invert means to turn -1 into 1, and 1 into -1, but with any number)
okay one sec
wait, don't switch the last and first, not for this problem
I got D
remember, you take a positive and make it a negative, and take a negative and make it a positive, and do not switch any numbers around
I got c now
the picture shows only 3 given answers... what is D?
type in what you got?
oh it got cut off d is no exist
so, if by C u mean B?
7 25 -2 -7
ok, lol i got a little confused on what you got there for a sec, and yes that is correct
brb 10 minutes i have to do a chore
okay thanks the next one looks hard
is that an equal sign between the matrix's?
a minus sign
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