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Compare. Use , or = to complete the statement. (2^7)^2 ? 2^10 x 2^2 A. > B. < C. =
(2^7)^2 = 2^14 2^10 x 2^2 = 2^12 2^14 > 2^12 (2^7)^2 > 2^10 x 2^2
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Asked 12/24/2014 6:22:49 PM
Updated 12/24/2014 6:41:56 PM
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(2^7)^2 = 2^14
2^10 x 2^2 = 2^12
2^14 > 2^12
(2^7)^2 > 2^10 x 2^2
Added 12/24/2014 6:41:56 PM
This answer has been confirmed as correct and helpful.
Confirmed by jeifunk [12/25/2014 10:20:34 PM]
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Evaluate. Write in simplest form. 6 -b over 3a for a = 10, b = –9 A. 2 B. 1 over 2 C. 3 over 10 D. 1 over 10
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Updated 12/24/2014 6:44:48 PM
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When a = 10, b = –9,
6 - b over 3a = (6 - b)/3a = [6 - (-9)]/[3(10)] = 15/30 = 1/2
6 -b over 3a for a = 10, b = –9 is 1 over 2.
Added 12/24/2014 6:44:48 PM
This answer has been confirmed as correct and helpful.
Confirmed by jeifunk [12/25/2014 10:17:58 PM]
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