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If a^3 + b^2 = 73, then which of the following are the possi
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Updated on: 08 Mar 2017, 11:05
Updated on: 08 Mar 2017, 11:05
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If \(a^3\) + \(b^2\) = \(73\), then which of the following are the possible answer choices?
1. a + b = 7
2. a − b = 2
3. ab = 12
4. 2a − 3b = −1
5. 3a + 5b − 6 = 21
6. \(a^2\) − \(b^2\) = 7
1. a + b = 7
2. a − b = 2
3. ab = 12
4. 2a − 3b = −1
5. 3a + 5b − 6 = 21
6. \(a^2\) − \(b^2\) = 7
Originally posted by shadowcatradz on 08 Mar 2017, 04:32.
Last edited by Carcass on 08 Mar 2017, 11:05, edited 1 time in total.
Last edited by Carcass on 08 Mar 2017, 11:05, edited 1 time in total.
Edited by Carcass
Re: exponents question
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08 Mar 2017, 06:04
08 Mar 2017, 06:04
Expert Reply
Please share the source of this question. Something seems to be missing here.
Re: If a^3 + b^2 = 73, then which of the following are the possi
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03 Jul 2017, 04:07
03 Jul 2017, 04:07
a=4, b=3
