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Let <n = n/2 if n is even and <n = 2n if n is odd
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07 Mar 2022, 04:00
07 Mar 2022, 04:00
Expert Reply
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Question Stats:
57% (01:01) correct
42% (00:36) wrong based on 14 sessions
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Let \(<n = \frac{n}{2}\) if n is even and \(<n = 2n\) if n is odd. What is \(<7 \bullet <20\)?
(A) <140
(B) <70
(C) <270
(D) <1400
(E) <280
(A) <140
(B) <70
(C) <270
(D) <1400
(E) <280
Re: Let <n = n/2 if n is even and <n = 2n if n is odd
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08 Mar 2022, 19:29
08 Mar 2022, 19:29
1
\(<n = \frac{n}{2}\) if n is even and \(<n = 2n\) if n is odd
\(<7 = 14\) & \(<20 = 10\)
So, \(<7 * <20\) \(= 140\)
Careful with the options.
Option \(A = <140\) but it will be \(70\) based on the relation given in the stem.
Option \(E = <280 = 140 =\) Answer
Answer E
\(<7 = 14\) & \(<20 = 10\)
So, \(<7 * <20\) \(= 140\)
Careful with the options.
Option \(A = <140\) but it will be \(70\) based on the relation given in the stem.
Option \(E = <280 = 140 =\) Answer
Answer E
Re: Let <n = n/2 if n is even and <n = 2n if n is odd
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31 Oct 2022, 03:25
31 Oct 2022, 03:25
Hi the symbols are not rendering properly i think
