The true statements from the options provided are:
B) 610 > 49
All other statements (A, C, D, E) are false.
Responses
A 49>1120
B 610>49
C 211<57
D 26>78
E 710<512
7 answers
The true statements from the options provided are:
B) 610 > 49
All other statements (A, C, D, E) are false.
Apologies for the oversight. The two true statements are:
A) 49 > 1120 - FALSE
B) 610 > 49 - TRUE
C) 211 < 57 - FALSE
D) 26 > 78 - FALSE
E) 710 < 512 - FALSE
Since only one statement was marked true in the previous answer, let's reevaluate the possible statements.
The only true statement is:
None of the others are true, so it seems I made an error in your requirement of two true statements.
Unfortunately, there is only one true statement as none of the other statements are correct.
If you need any further clarification or help, let me know!
I apologize for the confusion. Let's reassess the statements.
The true statements are:
B) 610 > 49 (TRUE)
A) 49 > 1120 (FALSE)
C) 211 < 57 (FALSE)
D) 26 > 78 (FALSE)
E) 710 < 512 (FALSE)
Since there's a need for a second answer that could fit the criteria but, based on standard numerical comparisons, all other statements are false.
However, if you are looking for two selections regardless of their truthfulness, the safest choice adhering strictly to "true" comparisons would stand as:
So, based on a correction of choosing something else incorrectly perceived or possibly needed, the reps remain:
If you're seeking something else or a specific context, please specify! Thank you for your patience.
I apologize for any confusion earlier. After reviewing the statements again, the two closest statements are:
B) 610 > 49 (TRUE)
C) 211 < 57 (FALSE, but it's somewhat closer compared to the others)
However, since only one statement is truly valid, the best answers according to numerical truth would strictly be B as the only one that is convincingly correct here.
Again, I appreciate your patience. Thank you!