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Re: if a=2b^3/c what happens to c when a is halved and b is [#permalink]
Hayabusa wrote:
LM, are you sure about that?? I think the answer is E.


Could you please explain why is it E? I did not follow any mathematical approach for this one, may be I am wrong..I was just putting in the values to get the answer.
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Re: if a=2b^3/c what happens to c when a is halved and b is [#permalink]
Well I might be wrong, but here is what I did:

a=2b^3/c , solve for c an we get c=2b^3/a. Lets plug for a=4 and b=5
We get c=62.5

Now lets double b and divide a by 2, we get a=2 and b=10. Plug in and we get 1000 which is 62.5 times 16.
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Re: if a=2b^3/c what happens to c when a is halved and b is [#permalink]
gmatiscoming wrote:
if a=2b^3/c what happens to c when a is halved and b is doubled?

a - c is not changed
b- c is halved
c- c is doubled
d- c is multiplied by 4
e - c is multipled by 16

can someone walk me through this problem step by step (without plugging in)
i botched it somewheres


I believe a=2b^3/c is a = (2b^3) / c

if so, it should be E.

a = (2b^3) / c
c = (2b^3) / a

if a is halved and b is doubled
a/2 = [2(2b)^3] / c
c = [2x 2 x 8b^3] / a
c = (32b^3) / a

so C should be multiplied by 16.
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Re: if a=2b^3/c what happens to c when a is halved and b is [#permalink]
LM wrote:

Initially take any value which meets the given equation, for example;

b = 1,

c = 3

thus a = 2.

Next, halve the a = 1 and double the b = 2, put them in the equation and you will see in order to satisfy the equation, the value of c has to be consistently = 3.

Thus value of c remans unchanged.

These are fairly easy questions which you have posted? When is your GMAT date?



The ans is E not A!! :roll:
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Re: if a=2b^3/c what happens to c when a is halved and b is [#permalink]
gmatiscoming wrote:
if a=2b^3/c what happens to c when a is halved and b is doubled?

a - c is not changed
b- c is halved
c- c is doubled
d- c is multiplied by 4
e - c is multipled by 16





can someone walk me through this problem step by step (without plugging in)

i botched it somewheres



(E) certainly :)
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Re: if a=2b^3/c what happens to c when a is halved and b is [#permalink]
LM wrote:
gmatiscoming wrote:
if a=2b^3/c what happens to c when a is halved and b is doubled?

a - c is not changed
b- c is halved
c- c is doubled
d- c is multiplied by 4
e - c is multipled by 16





can someone walk me through this problem step by step (without plugging in)
i botched it somewheres


Initially take any value which meets the given equation, for example;

b = 1,

c = 3

thus a = 2.

Next, halve the a = 1 and double the b = 2, put them in the equation and you will see in order to satisfy the equation, the value of c has to be consistently = 3.

Thus value of c remans unchanged.

These are fairly easy questions which you have posted? When is your GMAT date?


hey LM,

thanks for your smart ass comment, btw. just in case you didn't know you got the answer wrong too... the OA is E. so when is your GMAT date? you f$%! keep your snide remarks to yourself
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Re: if a=2b^3/c what happens to c when a is halved and b is [#permalink]
gmatiscoming wrote:
if a=2b^3/c what happens to c when a is halved and b is doubled?

a - c is not changed
b- c is halved
c- c is doubled
d- c is multiplied by 4
e - c is multipled by 16





can someone walk me through this problem step by step (without plugging in)
i botched it somewheres

The new value of a is a/2 and the new value of b is 2b.

Thus the new value of c is (2b)^3/(a/2)=16b^3/a=16c.



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