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[" 4.Larger of "99^(50)+100^(50)" and "1...

[" 4.Larger of "99^(50)+100^(50)" and "101^(50)" is "],[[" A) "99^(50)+100^(50)," B) "101^(50)," C) can note be determined D) none "]]

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The larger of 99^(50)+100^(50) and 101^(50) is:

Which is larger : (99^(50)+100^(50)) or (101)^(50) .

Which is larger: (99^(50)+100^(50)) or (101)^(50)

Which is larger : (99^(50)+100^(50)) or (101)^(50) .

If x = (99)^(50) + (100)^(50) and y = (101)^(50) then

Show that 101^(50)gt 99^(50)+100^(50)

Prove that , (101)^(50) gt 100^(50)+99^(50)