Latest A website Aptitude Question SOLUTION: What are last two digits of 72008 A. 21 B. 61 C. 01 D. 41

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Previous Question: Two circles both of radii 1cm intersect each other such that the circumference of each one passes through the center of the circle of the other. What is the area(in sq cm) of the intersecting region? a. π/3 - √3/4 b. 2π/3 - √3/2 c. 4π/3 - √3/2 d. 4π/3 + √3/2 Next Question: In Chess , a knight moves two squares in one direction and one square in another direction , ending up on the diagonally opposite corner of a 2*3 grid. Intervening squares can be occupied.Find the maximum number of the knights which can be placed on an 8*8 chess board so that no knight threatens another knight(can move into a square occupied by one of the another knights). A. 34 B. 32 C. 30 D. None of these

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What are last two digits of 72008
A.
21
B.
61
C.
01
D.
41: Asked In A website Liti (9 years ago); Unsolved Read Solution (3); Is this Puzzle helpful? (0) (0) Submit Your Solution

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Previous Question: Two circles both of radii 1cm intersect each other such that the circumference of each one passes through the center of the circle of the other. What is the area(in sq cm) of the intersecting region? a. π/3 - √3/4 b. 2π/3 - √3/2 c. 4π/3 - √3/2 d. 4π/3 + √3/2 Next Question: In Chess , a knight moves two squares in one direction and one square in another direction , ending up on the diagonally opposite corner of a 2*3 grid. Intervening squares can be occupied.Find the maximum number of the knights which can be placed on an 8*8 chess board so that no knight threatens another knight(can move into a square occupied by one of the another knights). A. 34 B. 32 C. 30 D. None of these

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