App Logo

No.1 PSC Learning App

1M+ Downloads

a1+1a+1=?\frac{a^{-1}+1}{a+1}=?

Aa

Ba+1

C1/a

D1/(a+1)

Answer:

C. 1/a

Read Explanation:

a1+1a+1=1a+1a+1\frac{a^{-1}+1}{a+1}=\frac{\frac1a+1}{a+1}

=(a+1)/aa+1=(a+1)/a×1/(a+1)=\frac{(a+1)/a}{a+1}=(a+1)/a\times1/(a+1)

=1/a=1/a


Related Questions:

210002999=2^{1000}-2^{999}=

3n=2187\sqrt{3^n} = 2187,  n -ന്റെ വില കാണുക?

K+ 1/K – 2 = 0, K > 0, ആയാൽ K29 + 1/ K29 - 2 ന്റെ വില എത്ര ആകും ?

4m=163844^m=16384എങ്കിൽ 4m44^{m-4}എത്ര?

6^2 × 6^3 × 6^-5 = ?