Logical Reasoni...

King Porus was defending his last fort against the army of Alexander. He had only 40 soldiers left in his army. He arranged his army in all directions in a square frame(as given below), in 8 flanks,  with 11 soldiers always defending each side of the fort. The number of soldiers in any flank is a whole number, and the set containing the number of soldiers in each flank can have at most 3 distinct numbers.

Porus lost his 4 soldiers during each of the first, second, third, and fourth attacks and 2 soldiers during the fifth attack. The rest of the soldiers were taken captive after the sixth attack.

Alexander lauded Porus' war acumen after the last attack, as he noticed that the number of soldiers defending each side of the square remained the same in every attack.

King Porus was defending his last fort against the army of Alexander. He had only 40 soldiers left in his army. He arranged his army in all directions in a square frame(as given below), in 8 flanks,  with 11 soldiers always defending each side of the fort. The number of soldiers in any flank is a whole number, and the set containing the number of soldiers in each flank can have at most 3 distinct numbers.

Porus lost his 4 soldiers during each of the first, second, third, and fourth attacks and 2 soldiers during the fifth attack. The rest of the soldiers were taken captive after the sixth attack.

Alexander lauded Porus' war acumen after the last attack, as he noticed that the number of soldiers defending each side of the square remained the same in every attack.

King Porus was defending his last fort against the army of Alexander. He had only 40 soldiers left in his army. He arranged his army in all directions in a square frame(as given below), in 8 flanks,  with 11 soldiers always defending each side of the fort. The number of soldiers in any flank is a whole number, and the set containing the number of soldiers in each flank can have at most 3 distinct numbers.

Porus lost his 4 soldiers during each of the first, second, third, and fourth attacks and 2 soldiers during the fifth attack. The rest of the soldiers were taken captive after the sixth attack.

Alexander lauded Porus' war acumen after the last attack, as he noticed that the number of soldiers defending each side of the square remained the same in every attack.

King Porus was defending his last fort against the army of Alexander. He had only 40 soldiers left in his army. He arranged his army in all directions in a square frame(as given below), in 8 flanks,  with 11 soldiers always defending each side of the fort. The number of soldiers in any flank is a whole number, and the set containing the number of soldiers in each flank can have at most 3 distinct numbers.

Porus lost his 4 soldiers during each of the first, second, third, and fourth attacks and 2 soldiers during the fifth attack. The rest of the soldiers were taken captive after the sixth attack.

Alexander lauded Porus' war acumen after the last attack, as he noticed that the number of soldiers defending each side of the square remained the same in every attack.

King Porus was defending his last fort against the army of Alexander. He had only 40 soldiers left in his army. He arranged his army in all directions in a square frame(as given below), in 8 flanks,  with 11 soldiers always defending each side of the fort. The number of soldiers in any flank is a whole number, and the set containing the number of soldiers in each flank can have at most 3 distinct numbers.

Porus lost his 4 soldiers during each of the first, second, third, and fourth attacks and 2 soldiers during the fifth attack. The rest of the soldiers were taken captive after the sixth attack.

Alexander lauded Porus' war acumen after the last attack, as he noticed that the number of soldiers defending each side of the square remained the same in every attack.

Ashok is the cricket coach of V.S.R public school. For an upcoming mini-cricket tournament, he has to select a team of six consisting of 2 opening batsmen, 2 Regular bowlers, an all-rounder and a wicket keeper. The following are the players in contention for the selection:
Opening Batsman - Right Handed - A, B; Left Handed - C, D
Regular Bowler - E - right- spinner, F - right - fast, G - left - spinner, H - left-fast
All-rounder - P right-handed batsman and left handed fast, Q - left-handed batsman and left - spinner
Wicketkeeper - R - right-handed batsman, S-left handed batsman
The selection is also subject to the following conditions:
(i) The team cannot consist of more than three right or left handed regular batsman
(ii) The team must consist of at least two left-handed bowler
(iii) The team must consist of exactly one spinner
(iv) C cannot play in a team with a left-handed spinner and D cannot play in a team with a right-handed spinner

Note: Opening batsmen are considered regular batsmen. The bowlers are not considered as regular batsman and the all-rounders are not considered as regular bowlers but are considered regular batsmen. Wicket keepers are considered as regular batsmen.

Ashok is the cricket coach of V.S.R public school. For an upcoming mini-cricket tournament, he has to select a team of six consisting of 2 opening batsmen, 2 Regular bowlers, an all-rounder and a wicket keeper. The following are the players in contention for the selection:
Opening Batsman - Right Handed - A, B; Left Handed - C, D
Regular Bowler - E - right- spinner, F - right - fast, G - left - spinner, H - left-fast
All-rounder - P right-handed batsman and left handed fast, Q - left-handed batsman and left - spinner
Wicketkeeper - R - right-handed batsman, S-left handed batsman
The selection is also subject to the following conditions:
(i) The team cannot consist of more than three right or left handed regular batsman
(ii) The team must consist of at least two left-handed bowler
(iii) The team must consist of exactly one spinner
(iv) C cannot play in a team with a left-handed spinner and D cannot play in a team with a right-handed spinner

Note: Opening batsmen are considered regular batsmen. The bowlers are not considered as regular batsman and the all-rounders are not considered as regular bowlers but are considered regular batsmen. Wicket keepers are considered as regular batsmen.

Ashok is the cricket coach of V.S.R public school. For an upcoming mini-cricket tournament, he has to select a team of six consisting of 2 opening batsmen, 2 Regular bowlers, an all-rounder and a wicket keeper. The following are the players in contention for the selection:
Opening Batsman - Right Handed - A, B; Left Handed - C, D
Regular Bowler - E - right- spinner, F - right - fast, G - left - spinner, H - left-fast
All-rounder - P right-handed batsman and left handed fast, Q - left-handed batsman and left - spinner
Wicketkeeper - R - right-handed batsman, S-left handed batsman
The selection is also subject to the following conditions:
(i) The team cannot consist of more than three right or left handed regular batsman
(ii) The team must consist of at least two left-handed bowler
(iii) The team must consist of exactly one spinner
(iv) C cannot play in a team with a left-handed spinner and D cannot play in a team with a right-handed spinner

Note: Opening batsmen are considered regular batsmen. The bowlers are not considered as regular batsman and the all-rounders are not considered as regular bowlers but are considered regular batsmen. Wicket keepers are considered as regular batsmen.

Ashok is the cricket coach of V.S.R public school. For an upcoming mini-cricket tournament, he has to select a team of six consisting of 2 opening batsmen, 2 Regular bowlers, an all-rounder and a wicket keeper. The following are the players in contention for the selection:
Opening Batsman - Right Handed - A, B; Left Handed - C, D
Regular Bowler - E - right- spinner, F - right - fast, G - left - spinner, H - left-fast
All-rounder - P right-handed batsman and left handed fast, Q - left-handed batsman and left - spinner
Wicketkeeper - R - right-handed batsman, S-left handed batsman
The selection is also subject to the following conditions:
(i) The team cannot consist of more than three right or left handed regular batsman
(ii) The team must consist of at least two left-handed bowler
(iii) The team must consist of exactly one spinner
(iv) C cannot play in a team with a left-handed spinner and D cannot play in a team with a right-handed spinner

Note: Opening batsmen are considered regular batsmen. The bowlers are not considered as regular batsman and the all-rounders are not considered as regular bowlers but are considered regular batsmen. Wicket keepers are considered as regular batsmen.

Ashok is the cricket coach of V.S.R public school. For an upcoming mini-cricket tournament, he has to select a team of six consisting of 2 opening batsmen, 2 Regular bowlers, an all-rounder and a wicket keeper. The following are the players in contention for the selection:
Opening Batsman - Right Handed - A, B; Left Handed - C, D
Regular Bowler - E - right- spinner, F - right - fast, G - left - spinner, H - left-fast
All-rounder - P right-handed batsman and left handed fast, Q - left-handed batsman and left - spinner
Wicketkeeper - R - right-handed batsman, S-left handed batsman
The selection is also subject to the following conditions:
(i) The team cannot consist of more than three right or left handed regular batsman
(ii) The team must consist of at least two left-handed bowler
(iii) The team must consist of exactly one spinner
(iv) C cannot play in a team with a left-handed spinner and D cannot play in a team with a right-handed spinner

Note: Opening batsmen are considered regular batsmen. The bowlers are not considered as regular batsman and the all-rounders are not considered as regular bowlers but are considered regular batsmen. Wicket keepers are considered as regular batsmen.

James Watson is a well-known strategist and mathematician. He entered in a world puzzle-solving championship. The puzzle given to the participants was as follows:

A number ABCDEFGH is divided by LMN, and the remainder obtained was zero. The quotient obtained after the division was PQ8RS. There is no restriction on the variables to have unique values.

The solution of the division through the long division method looks as follows:

X represents the unknown numbers in the calculation.

James Watson is a well-known strategist and mathematician. He entered in a world puzzle-solving championship. The puzzle given to the participants was as follows:

A number ABCDEFGH is divided by LMN, and the remainder obtained was zero. The quotient obtained after the division was PQ8RS. There is no restriction on the variables to have unique values.

The solution of the division through the long division method looks as follows:

X represents the unknown numbers in the calculation.

James Watson is a well-known strategist and mathematician. He entered in a world puzzle-solving championship. The puzzle given to the participants was as follows:

A number ABCDEFGH is divided by LMN, and the remainder obtained was zero. The quotient obtained after the division was PQ8RS. There is no restriction on the variables to have unique values.

The solution of the division through the long division method looks as follows:

X represents the unknown numbers in the calculation.

James Watson is a well-known strategist and mathematician. He entered in a world puzzle-solving championship. The puzzle given to the participants was as follows:

A number ABCDEFGH is divided by LMN, and the remainder obtained was zero. The quotient obtained after the division was PQ8RS. There is no restriction on the variables to have unique values.

The solution of the division through the long division method looks as follows:

X represents the unknown numbers in the calculation.

James Watson is a well-known strategist and mathematician. He entered in a world puzzle-solving championship. The puzzle given to the participants was as follows:

A number ABCDEFGH is divided by LMN, and the remainder obtained was zero. The quotient obtained after the division was PQ8RS. There is no restriction on the variables to have unique values.

The solution of the division through the long division method looks as follows:

X represents the unknown numbers in the calculation.

The pie chart shows the break up of production cost of ABC Pvt Ltd which manufactures six products - P, Q, R, S, T, U - in terms of degree made in a pie chart. The total production cost is Rs 250 crore.

Each of the six products is produced in two variants - A & B. For each type, the production cost of one unit of type A and one unit of type B is in the ratio 4:5.

Profit percentage = $$\frac{profit}{cost}*100$$

The pie chart shows the break up of production cost of ABC Pvt Ltd which manufactures six products - P, Q, R, S, T, U - in terms of degree made in a pie chart. The total production cost is Rs 250 crore.

Each of the six products is produced in two variants - A & B. For each type, the production cost of one unit of type A and one unit of type B is in the ratio 4:5.

Profit percentage = $$\frac{profit}{cost}*100$$

The pie chart shows the break up of production cost of ABC Pvt Ltd which manufactures six products - P, Q, R, S, T, U - in terms of degree made in a pie chart. The total production cost is Rs 250 crore.

Each of the six products is produced in two variants - A & B. For each type, the production cost of one unit of type A and one unit of type B is in the ratio 4:5.

Profit percentage = $$\frac{profit}{cost}*100$$

The pie chart shows the break up of production cost of ABC Pvt Ltd which manufactures six products - P, Q, R, S, T, U - in terms of degree made in a pie chart. The total production cost is Rs 250 crore.

Each of the six products is produced in two variants - A & B. For each type, the production cost of one unit of type A and one unit of type B is in the ratio 4:5.

Profit percentage = $$\frac{profit}{cost}*100$$

The pie chart shows the break up of production cost of ABC Pvt Ltd which manufactures six products - P, Q, R, S, T, U - in terms of degree made in a pie chart. The total production cost is Rs 250 crore.

Each of the six products is produced in two variants - A & B. For each type, the production cost of one unit of type A and one unit of type B is in the ratio 4:5.

Profit percentage = $$\frac{profit}{cost}*100$$