Taxation - Income TaxMCQQuestion 6095 of 146
All Questions

4. What shall be the total income of Mr. Desai for the A.Y. 2024-25

Select Your Answer (Keyboard: A, B, C, D)
For any discrepancies in this question, email contact@cadada.in

Correct Answer

✅ Option A — ₹ 8,78,000

All Options:

  • A₹ 8,78,000 ✓
  • B₹ 8,63,000
  • C₹ 9,20,000
  • D₹ 7,70,000 (2 Marks)

Detailed Solution & Explanation

Correct Answer: Option **A** Explanation: As per the official suggested answer, option **A** is correct. Hence, **Option A** is the correct answer.

More Questions from Taxation - Income Tax

On solving the inequalities $5x + y ≤\displaystyle \le 100,\displaystyle ,x + y ≤\displaystyle \le 60,\displaystyle ,x ≥\displaystyle \ge 0,\displaystyle ,y ≥\displaystyle \ge 0$, we get the following solution:

An employer recruits experienced (x)\displaystyle (x) and fresh workmen (y)\displaystyle (y) for his under the condition that he cannot employ more than $11people\displaystyle peoplexand\displaystyle andy$ can be related by the inequality.

The solution set of the equations x+2>0\displaystyle x + 2 > 0 and $2x - 6 > 0$ is

On solving the inequalities; we get $6x + y ≥\displaystyle \ge 18,\displaystyle ,x + 4y ≥\displaystyle \ge 12≥\displaystyle \ge …" style="color:#cc0000">\displaystyle , $2x + y ≥\displaystyle \ge 10

Solve for x\displaystyle x of the inequalities 2≤3x−25≤4\displaystyle 2 ≤\displaystyle \le 3x−25\displaystyle \frac{3x - 2}{5} ≤\displaystyle \le 4 where x∈N\displaystyle x \in N

The common region in the graph of the inequalities x+y≤4\displaystyle x + y ≤\displaystyle \le 4, x−y≤4\displaystyle x - y ≤\displaystyle \le 4, x≥2\displaystyle x ≥\displaystyle \ge 2 is

Ready to Master Taxation - Income Tax?

Practice all 146 questions with instant feedback, earn XP, track your streaks, and ace your CA Foundation exam.

Start Practicing — It's Free