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' $x$ ' is the sum of five consecutive integers. In terms of $x$, what
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25 Apr 2025, 00:57
25 Apr 2025, 00:57
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Question Stats:
54% (01:56) correct
45% (02:33) wrong based on 11 sessions
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' $x$ ' is the sum of five consecutive integers. In terms of $x$, what is the difference between thrice the greatest integer and twice the smallest integer?
(A) $\(5-0.2x\)$
(B) $\(0.2x+2\)$
(C) $\(0.2x+5\)$
(D) $\(0.2x+10\)$
(E) $\(0.2x+13\)$
(A) $\(5-0.2x\)$
(B) $\(0.2x+2\)$
(C) $\(0.2x+5\)$
(D) $\(0.2x+10\)$
(E) $\(0.2x+13\)$
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Re: ' $x$ ' is the sum of five consecutive integers. In terms of $x$, what
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29 Apr 2025, 04:00
29 Apr 2025, 04:00
Expert Reply
Let the sum of 5 integers be $\(x, x=a-2+a-1+a+a+1+a+2 \Rightarrow a=\frac{x}{5}\)$. Therefore, $\(3(a+2)-2(a-2)=a+10=\frac{x}{5}+10=0.2 x+10\)$.
Thus, the correct option is $D$.
Thus, the correct option is $D$.
Re: ' $x$ ' is the sum of five consecutive integers. In terms of $x$, what
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04 May 2026, 06:12
04 May 2026, 06:12
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