Solve the system using matrices. 3x + 4y = 18 3x + 4y = 18 A. (-2, 6) B. (-2, -6) C. (6, -2) D. No solution
you posted the same equation twice
I didn't notice
is that a typo?
or does it really list 3x + 4y = 18 twice?
no it's listed once
what is the other equation
This is the problem. Solve the system using matrices. 3x + 4y = 18 3x + 4y = 18 A. (-2, 6) B. (-2, -6) C. (6, -2) D. No solution
I know, but what are the two equations
I have no Idea I don't seem to understand the question
one of the equations is 3x+4y = 18 what is the other one?
if both equations are 3x + 4y = 18, then you'd get infinitely many solutions
It is like this in the page 3x + 4y = 18 3x + 4y = 18
then there's a typo
I would bring it up with the teacher and see what s/he says
It's no solution
no actually quite the opposite: there are infinitely many solutions that's if the system is 3x + 4y = 18 3x + 4y = 18
ok
so that's why I think it's a typo and the second equation should be something else
Do you know this one Solve the system of equations by the addition method. If the system does not have a single ordered pair as a solution, state whether the system is inconsistent or dependent. -4x - 3y = 6 -20x - 15y = 30 A. No solution, inconsistent B. (-24, -18) C. (-18, -24) D. Infinitely many solutions, dependent
notice how if you multiplied everything in equation 1 by 5, you get equation 2 this means that the two equations are effectively the same
so this means the system is dependent and there are infinitely many solutions
Ok thanks :)
yw
How do you work this problem out am not good in math at all but I have to pass this class and I have been in it for 1 year and couple of months
just keep practicing and you'll get better
and try to translate everything to something you understand
math is like a language: you have to practice it everyday and you have to keep using it also you have to translate things to something you're already comfortable with and build from there
am almost done wit this class this is the only one am missing to finish thank God
well even though you'll be done, you should still keep practicing because math will be used in the workplace (most likely)
since it's an online class it's hard for me to understand
yeah online class is tough because you don't have a teacher to ask questions
the books online don't help me understand how to get the answer
yeap that's true
yeah that's another thing that's usually cryptic: textbooks
yeah
I got this one wrong I put B can u help me? Solve the equation for y. 7x - 3y = 4 A. y = x + B. y = 7x - 4 C. y = x + D. y = x -
ok one sec
And I got this one wrong too Solve the equation for y. 7x - 3y = 4 A. y = x + B. y = 7x - 4 C. y = x + D. y = x -
nothing pasted properly, but that's ok
\[\large 7x - 3y = 4\] \[\large -3y = 4-7x\] \[\large -3y = -7x + 4\] \[\large y = \frac{-7x + 4}{-3}\] \[\large y = \frac{-7x}{-3} + \frac{4}{-3}\] \[\large y = \frac{7}{3}x - \frac{4}{3}\]
So the answer is D?
I mean C?
I can't tell because like I said, things didn't paste properly
look at what you pasted to see what I'm talking about
Oh ok
A. y= x+ B. y= 7x -4 C. y=x + D. y= x -
That's the answers to choose I had choose B n got it wrong
again, it's not pasting properly post a screenshot instead
how do I do a screenshot?
hit printscreen open up MS Paint paste it in save it, then post it
printscreen is the key around the insert, home, page up keys
Ok
Cant find it I guess cause it's a online class
it's a key on your keyboard
OK found it
so I high light the question n then press printscreen?
no just hit printscreen then you open up MS Paint and paste
ok
printscreen just copies the entire screen that you see and it shares it with whoever
were is MS paint?
found it
my laptop says paint alone
ah yeah paint works
hmm very weird, it's not showing up there either
still the same thing
you'll have to contact a teacher about this it looks like there are some serious flaws with it
the answer choices aren't even fully written out
ok
seems like its common for typos (really bad ones) to show up on this system
thank for ur help
sure thing
can u help me with this one? Decide whether the ordered pair is a solution of the given system. (-1, 6) x + y = 7 x - y = -5 A. Yes B. No
x + y = 7 -1 + 6 = 7 ... plug in x = -1 and y = 6 5 = 7 since that last equation is FALSE, this means that (-1,6) is NOT a solution to x+y = 7
so (-1,6) is NOT a solution to the entire system
thanks
Perform the indicated operation. |dw:1372983713693:dw|
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