Let f :{1,2,3}-> {a,b,c} be one –one and onto function given by f(1)=a.f(2)=b and f(3)=c. show that there exists a function g:{a,b,c}->{1,2,3} such that go f= and fog =,where X={1,2,3} and Y={a,b,c}.
Let f :{1,2,3}-> {a,b,c} be one –one and onto function given by f(1)=a.f(2)=b and f(3)=c. show that there exists a function g:{a,b,c}->{1,2,3} such that go f= and fog =,where X={1,2,3} and Y={a,b,c}.
Can we use the first 3 observations instead of using binomial theorem?!
hello
i am keeping a personal book in tally
i am confused in income tax group
income from institute or coaching as a professional income & TDS deducted agst 194J then how to enter
income- 896100 (this income so as head under capital a/c or indirect income
tds-89610
bank a/c- 806490
for tds refund i have to file both P&L, balance Sheet or I have to show only P&L