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One of the two solutions to the equation is .
Determine the second solution.
Suggested Answer: C
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12 comments · newest first
EL
Elfrieda
11 months ago
I thought there could be complex solutions too!
OR
Oretha
12 months ago
Option B looks right based on the calculations.
ER
Erasmo
12 months ago
Wait, are we sure about that? Seems too simple.
TA
Tamra
12 months ago
Totally agree, that's how it works!
EL
Elise
1 year ago
The second solution is usually the negative of the first one.
KE
Keshia
1 year ago
I’m pretty sure that if we have one solution, we can plug it back into the equation to find the other. I just hope I remember the right method during the exam!
ST
Stephane
1 year ago
I feel like I’ve seen this type of question before, but I’m struggling to remember if we should factor or use the quadratic formula. What if the given solution is a complex number?
TI
Tish
1 year ago
This reminds me of a practice question where we had to find the roots of a similar equation. I think I might need to use the quadratic formula again, but I can't recall the exact steps.
NA
Nana
1 year ago
I think I remember that for quadratic equations, if one solution is given, we can use the sum and product of roots to find the other. But I'm not entirely sure how to apply that here.
JO
Jolene
1 year ago
I'm feeling pretty confident about this one. The requirements clearly point to using an external load balancer with NAT to expose the swarm service to the internet while keeping the private subnet secure. Option D is the way to go.
LO
Loren
1 year ago
I remember we discussed that PUT is generally used for updating resources, so maybe it's not the right choice here.
RE
Reita
1 year ago
Hmm, I'm a bit unsure about this. I'll need to review the details on each of these options to decide which one makes the most sense.