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' $x$ ' is square root of squares of all the integers greater than -15
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24 Apr 2025, 02:29
24 Apr 2025, 02:29
Expert Reply
00:00
Question Stats:
0% (00:00) correct
100% (01:21) wrong based on 1 sessions
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' $x$ ' is square root of squares of all the integers greater than -15 and less than 15
Quantity A |
Quantity B |
\(14x-60\) |
\(5x+75\) |
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Re: ' $x$ ' is square root of squares of all the integers greater than -15
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25 Apr 2025, 07:42
25 Apr 2025, 07:42
1
X will take values from min(1) to max(15)
Putting values of max and min in both the terms,
In Min A>B
In Max A=B
Hence, D Comparison can't be determined
Putting values of max and min in both the terms,
In Min A>B
In Max A=B
Hence, D Comparison can't be determined
Re: ' $x$ ' is square root of squares of all the integers greater than -15
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29 Apr 2025, 04:30
29 Apr 2025, 04:30
Expert Reply
The values of $\(x=0,1,2 \ldots 15\)$. But the relationship between $\(14 x-60\)$ and $\(5 x+75\)$ cannot be determined. Thus, the correct option is $\(D\)$.
