OKSY HOW DO I FIND (X,Y,Z).... 3X+4Y+2Z=24
AND (X+3)^2+Z^5+25
are they both part of the same system?
YEA THEY ARE
WELL WHAT I WAS DOING WAS SOLVE INDIVIDUALY LIKE 3X=24 AND THEN DIVIDING IT TO BOTH SIDES WICH GAVE ME 8 SO X=8 AND THEN I DID THAT TO Y AND Z
IM NOT SURE IF THATS CORRECT
No. What is your second equation up there equal to?
I GOT SOMETHING LIKE (-3,0,5)
AND FOR MY FRST EQUATION I GOT (8,6,12)
No. Those answers aren't correct. If you can tell me what your second equation is equal to then I can help you.
OOOH SRRY THE SEC ONE EQUALS 25 I ACCENDENTLY PUT PLUS
No problem. Solve your first equation for x... x=8-(4/3)y-(2/3)z...and so... x+3=11-(4/3)y-(2/3)z... do you follow?
yea a little
well, this gets kind of messy, so it's important that you can get that far, because you also solve it for z & substitute each into your second equation.
HEHE OKAY THNX SO MUCH I JUS HAD TO LOOK AT IT A COUPLE OF TIMES TO UNDERSTAND IT THANK YU
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