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

Which one is correct? (A) (1999)^2000gt(2000)^1999 (B) (1998)^1999lt(1999)^1998 (C) (100)^101lt(101)^100 (D) 26^25gt25^26

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

Write each of the following as decimals: (a) 65+2/10+7/100 (b) 45 + 9/100 (c) 88 + 5/10 + 2/1000 (d) 3/10 + 7/1000

Write each of the following as decimals. (a) 20 +9 + 4/(10) + 1/(100) (b) 137 + 5/ (100) (c) 7/(10) + 6/100 + 4/(1000) (d) 23 + 2/(10) + 6/(1000) (e) 700 +20 + 5+9/(100)

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

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

Solve the following Write the multiples of 11 between 50 and 100

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

If A=int_0^1 x^(50)(2-2x)^(50)dx ,B=int_0^1 x^(50)(1-x)^(50)dx , which of the following is true? (A) A=2^(50)B (B) A=2^(-50)B (C) A=2^(100)B (D) A=2^(-100)B