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Which of the following holds true? (A) 1...

Which of the following holds true? (A) `101^50-100^50gt99^50` (B) `101^50-99^50lt100^50` (C) `(1000)^1000gt(1000)6999` (D) `(10001)^999lt(1000)^1000

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Write each of the following as decimals: (9)/(100) (ii) (200)/(1000) (iii) (17)/(1000)(108)/(100) (v) (999)/(1000)

Using binomial theorem,prove that (101)^(50)>100^(50)+99^(50).

Write each of the following as decimals: 50+(1)/(10)+(6)/(100)200+30+5+(2)/(10)+(9)/(100) (iii) 16+(3)/(10)+(5)/(1000)

Using binomial theorem, prove that (101)^(50) gt(100^(50)+99^(50)).

Write each of the following as a decimal.(a) 200+30+5+(2)/(10)+(9)/(10) (b) 50+(1)/(10)+(6)/(100) (c) 16+(3)/(10)+(5)/(1000)

(999(999)/(1000)xx7) is equal to 6633(7)/(1000) (b) 6993(7)/(1000)(c)6999(993)/(1000) (d) 7000(7)/(1000)

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

(iv) Using binomial theorem prove that (101)^(^^)50gt(100)^(^^)50+(99)^(^^)50