A hand-held gaming device takes X and Y as two input values. These values get updated as X=XY/2 and Y=Y+1 at each iteration and the game stops when X is greater than or equal to N. For X=2, Y=4 and N=3008, what would be the final value of X when the game stops?
Show Hint
- 5450
- 9450
- 12860
- 13450
The Correct Option is B
Solution and Explanation
Sequential iteration processing.
Step 2: Detailed Explanation:
1. Iteration 1: \( X = (2 \times 4)/2 = 4 \), \( Y = 5 \).
2. Iteration 2: \( X = (4 \times 5)/2 = 10 \), \( Y = 6 \).
3. Iteration 3: \( X = (10 \times 6)/2 = 30 \), \( Y = 7 \).
4. Continue until \( X \ge 3008 \). The iterations lead to 9450.
Step 3: Final Answer:
The final value is 9450.
Top NIMCET Logical Reasoning Questions
- A man starts at the origin O and walks a distance of 3 units in the north-east direction and then walks a distance of 4 units in the north-west direction to reach the point P. Then \( \overline{OP} \) is equal to:
- Aryan bought 100 shares of a company at Rs. 50 per share. He paid a brokerage fee of 2% on the purchase. Later, he sold all the shares at Rs. 55 per share and paid a brokerage fee of 2% on the sale. What is Aryan's net profit percentage on his investment?
Four friends, Aditi, Bharat, Chandan, and Deepika went to a restaurant for dinner. Each of them ordered a different dish from the menu: pizza, pasta, burger, and salad. Additionally, each friend ordered a different drink: cola, lemonade, orange juice, and water. Based on the following clues, determine the combination of friend, dish, and drink:
• Aditi didn’t order pizza or cola.
• Bharat ordered salad but not lemonade.
• Chandan ordered pasta.
• Deepika didn’t order burger or orange juice.
• Aditi ordered orange juice.
Who ordered the burger and what drink did they order?- Odometer is to mileage as Compass is to:
- The mean of consecutive positive integers from 2 to \( n \) is:
Top NIMCET Logical Reasoning Questions
Four friends, Aditi, Bharat, Chandan, and Deepika went to a restaurant for dinner. Each of them ordered a different dish from the menu: pizza, pasta, burger, and salad. Additionally, each friend ordered a different drink: cola, lemonade, orange juice, and water. Based on the following clues, determine the combination of friend, dish, and drink:
• Aditi didn’t order pizza or cola.
• Bharat ordered salad but not lemonade.
• Chandan ordered pasta.
• Deepika didn’t order burger or orange juice.
• Aditi ordered orange juice.
Who ordered the burger and what drink did they order?- If 30th September, 1991 was a Wednesday, then what was the day on 14th March 1992?
In the following question, three statements and three conclusions are given.
Statements:
1. All students are intelligent.
2. No intelligent person is lazy.
3. Some lazy people are poor.
Conclusions:
1. No student is lazy.
2. Some poor people are not intelligent.
3. All poor people are lazy.
Find out the most appropriate conclusion(s) from the following options.You are on an island with two tribes. One tribe always tells the truth, and the other tribe always lies. You meet three individuals from the island: A, B and C. Each individual belongs to one of the tribes. You ask each of them the same question: "Is B a truth-teller?"
A says, "Yes, B is a truth-teller."
B says, "No, I am not a truth-teller."
C says, "B is a liar."- Eight friends A, B, C, D, E, F, G, and H are sitting on a round table facing the centre. A sits second to the left of D, who sits third to the left of E. C sits third to the right of G, who is not an immediate neighbour of E. H sits opposite to the E. B is between A and C.
Who sits opposite to A?
Top NIMCET Questions
- How much work is done to slide a crate for a distance of 25 m along a loading dock by pulling on it with a 180 N force where the dock is at an angle of \(45^\circ\) from the horizontal?
- Let \( f : \mathbb{R} \to \mathbb{R} \) be a function such that \( f(0) = \frac{1}{\pi} \) and \( f(x) = \frac{x}{e^x - 1} \) for \( x \ne 0 \). Then:
- The value of the limit \[ \lim_{x \to 0} \left( \frac{1^x + 2^x + 3^x + 4^x}{4} \right)^{\frac{1}{x}} \] is:
- Consider the function \( f(x) = x^{2/3} \cdot (6 - x)^{1/3} \). Which of the following statements is false?
- Lines \( L_1, L_2, \dots, L_{10} \) are distinct, among which the lines \( L_2, L_4, L_6, L_8, L_{10} \) are parallel to each other, and the lines \( L_1, L_3, L_5, L_7, L_9 \) pass through a given point \( C \). The number of points of intersection of pairs of lines from the complete set \( L_1, L_2, L_3, \dots, L_{10} \) is: