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Which of the following statements regarding the index of Arrays are NOT true?
Suggested Answer: B
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14 comments · newest first
LO
Louisa
11 months ago
A 2-D Array has both indices, that's true!
AD
Adolph
11 months ago
Nope, it's usually 0 to n-1 in most cases.
CH
Cherilyn
12 months ago
Wait, I thought it was 1 to n for some languages?
BA
Barrie
12 months ago
I agree, but the index doesn't start at 1!
BU
Bulah
12 months ago
The index is definitely used to access elements.
GL
Glen
1 year ago
I feel like D is the correct statement about indexing, but I’m a bit confused about how it relates to B.
VA
Valentine
1 year ago
I practiced a question similar to this, and I think C is true because 2-D arrays do have both row and column indices.
CA
Carmelina
1 year ago
I’m not sure about B; I think the index usually starts at 0 in most programming languages, but I might be mixing it up with something else.
JA
Jame
1 year ago
I remember that the index is definitely used to access elements in an array, so A should be true.
RY
Ryan
1 year ago
I'm a bit confused by this question. I'll have to review my notes on the different types of risk before answering.
AM
Amira
1 year ago
This is a good question to test our knowledge of compensation programs. I'm pretty confident that the correct answer is C - the increases happen when the employee moves to a new step and when the step value changes. That makes the most logical sense to me.
VE
Veda
1 year ago
I'm a little unsure about this one. Change management covers a lot of ground, so I'll need to think carefully about which of these options is the most relevant.
MA
Maryann
1 year ago
This is a tricky one. I'm tempted to go with A, F, and C since F is the lowest in benefits, but the question says risk is a major concern. Maybe I should play it safer and go with A, D, and C instead.
VO
Vonda
1 year ago
Hmm, I'm a bit unsure about this one. I remember learning how to do the second derivative test, but I'm not totally confident in my ability to apply it correctly. I'll need to think through the steps carefully.