Which of the following is true-121-11-11-121-11-11-121-11-11dfrac-121-11-11

Question

Toppr Admin · Accepted Answer

Option A- -x2212-121-11-x2212-11 -not possible-Option B- -x2212-121-11-x2212-11 -not a possible case-Option C- -xA0-x2212-121-x2212-11-x2212-11 -not possible-Option D- -x2212-12111-x2212-11 -True-So- option D is correct-

Which of the following is true?
$- 121 + 11 = 11$
$- 121 (11) = - 11$
$- 121 - 11 = 11$
$\frac{- 121}{11} = - 11$

Option A: $- 121 + 11 = - 11$ (not possible)

Option B: $- 121 (11) = - 11$ (not a possible case)

Option C: $- 121 - 11 = - 11$ (not possible)

Option D: $\frac{- 121}{11} = - 11$ (True)

So, option D is correct.

Which of the following is true?−121+11=11−121(11)=−11−121−11=11−12111=−11

Option A: −121+11=−11 (not possible)Option B: −121(11)=−11 (not a possible case)Option C: −121−11=−11 (not possible)Option D: −12111=−11 (True)So, option D is correct.

Which of the following is true?
$- 121 + 11 = 11$
$- 121 (11) = - 11$
$- 121 - 11 = 11$
$\frac{- 121}{11} = - 11$

Option A: $- 121 + 11 = - 11$ (not possible)

Option B: $- 121 (11) = - 11$ (not a possible case)

Option C: $- 121 - 11 = - 11$ (not possible)

Option D: $\frac{- 121}{11} = - 11$ (True)

So, option D is correct.