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a) \(2^{11}\)\(5^{10}\) b) \(2^{60}5^{50}\) c) \(2^{16}5^{15}\) d) \(2^{16}3^{10}10^{8}\) e) \(2^{8}5^{20}10^{5}\)
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Dear Moderator, Can we format this question properly, initially was confused if the question was : \(20^{5}*5^{10}* \frac{8^{2}}{10^{5}}\) or \(\frac{ 20^{5}*5^{10}*8^{2}}{10^{5}}\) Thank you.
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a) \(2^{11}\)\(5^{10}\) b) \(2^{60}5^{50}\) c) \(2^{16}5^{15}\) d) \(2^{16}3^{10}10^{8}\) e) \(2^{8}5^{20}10^{5}\)
Source gmat tutor
Dear Moderator, Can we format this question properly, initially was confused if the question was : \(20^{5}*5^{10}* \frac{8^{2}}{10^{5}}\) or \(\frac{ 20^{5}*5^{10}*8^{2}}{10^{5}}\) Thank you.
Those two expression are mathematically identical. Still edited.
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a) \(2^{11}\)\(5^{10}\) b) \(2^{60}5^{50}\) c) \(2^{16}5^{15}\) d) \(2^{16}3^{10}10^{8}\) e) \(2^{8}5^{20}10^{5}\)
Source gmat tutor
Dear Moderator, Can we format this question properly, initially was confused if the question was : \(20^{5}*5^{10}* \frac{8^{2}}{10^{5}}\) or \(\frac{ 20^{5}*5^{10}*8^{2}}{10^{5}}\) Thank you.
Those two expression are mathematically identical. Still edited.
Thank you, in a hurry , did not realize that both the expressions would give same result.
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