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When X is even, [x]=a/2+1, when X is odd [x]=2a+1 then [7]*[4]=?

A. [22] B. [44] C. [45] D. [88] E. [90]

your thoughts? i went with C and was happy till didn't see the official answer

[7]*[4]=(2*7+1)(4/2+1)=45.

Now, notice that the answer choices are also in boxes, so we have that [x]=45, which means that for even x it should be 45=x/2+1 --> x=88=even and for odd x it should be 45=x*2+1 --> x=22=even, so not a valid solution.

Re: When x is even, [x] = x/2 + 1, when x is odd [x] = 2x + 1 then [7]*[4] [#permalink]

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26 Jun 2012, 02:42

Bunuel was reviewing my posts and got a question (im pretty sure, after the explanation ill think- OMG it was so obvious, but anyway): looking at the question above, why do we substitute [x], e.g. [7] or [4], instead of a and b? x and a (or b) are not the same numbers.

Bunuel was reviewing my posts and got a question (im pretty sure, after the explanation ill think- OMG it was so obvious, but anyway): looking at the question above, why do we substitute [x], e.g. [7] or [4], instead of a and b? x and a (or b) are not the same numbers.

It should be: "When X is even, [x]=x/2+1, when X is odd [x]=2x+1 then [7]*[4]=?"
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Re: When x is even, [x] = x/2 + 1, when x is odd [x] = 2x + 1 then [7]*[4] [#permalink]

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05 Oct 2013, 03:43

Hello from the GMAT Club BumpBot!

Thanks to another GMAT Club member, I have just discovered this valuable topic, yet it had no discussion for over a year. I am now bumping it up - doing my job. I think you may find it valuable (esp those replies with Kudos).

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Re: When x is even, [x] = x/2 + 1, when x is odd [x] = 2x + 1 then [7]*[4] [#permalink]

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03 Nov 2014, 07:47

Bunuel wrote:

Galiya wrote:

When X is even, [x]=a/2+1, when X is odd [x]=2a+1 then [7]*[4]=?

A. [22] B. [44] C. [45] D. [88] E. [90]

your thoughts? i went with C and was happy till didn't see the official answer

[7]*[4]=(2*7+1)(4/2+1)=45.

Now, notice that the answer choices are also in boxes, so we have that [x]=45, which means that for even x it should be 45=x/2+1 --> x=88=even and for odd x it should be 45=x*2+1 --> x=22=even, so not a valid solution.

Why do we not consider 22 as an answer? Is it because 22 as an answer was even when equated to an odd equation, i.e 2a+1? Does the solution also have to be odd when equated to an odd equation (2a+1)? I hope my question makes sense ... not sure if I was able to explain myself clearly? =P Please let me know!

When X is even, [x]=a/2+1, when X is odd [x]=2a+1 then [7]*[4]=?

A. [22] B. [44] C. [45] D. [88] E. [90]

your thoughts? i went with C and was happy till didn't see the official answer

[7]*[4]=(2*7+1)(4/2+1)=45.

Now, notice that the answer choices are also in boxes, so we have that [x]=45, which means that for even x it should be 45=x/2+1 --> x=88=even and for odd x it should be 45=x*2+1 --> x=22=even, so not a valid solution.

Why do we not consider 22 as an answer? Is it because 22 as an answer was even when equated to an odd equation, i.e 2a+1? Does the solution also have to be odd when equated to an odd equation (2a+1)? I hope my question makes sense ... not sure if I was able to explain myself clearly? =P Please let me know!

Thanks as always!!

We got that [7]*[4] = 45.

Now, [22], since 22 is even, is 22/2 + 1 = 12, not 45.

Re: When x is even, [x] = x/2 + 1, when x is odd [x] = 2x + 1 then [7]*[4] [#permalink]

Show Tags

15 Apr 2016, 10:24

Hello from the GMAT Club BumpBot!

Thanks to another GMAT Club member, I have just discovered this valuable topic, yet it had no discussion for over a year. I am now bumping it up - doing my job. I think you may find it valuable (esp those replies with Kudos).

Want to see all other topics I dig out? Follow me (click follow button on profile). You will receive a summary of all topics I bump in your profile area as well as via email.
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