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Find the appropriate relation for quantity 1 and quantity 2 in the following question: Quantity I: the unit digit in (6817)754 Quantity II: the unit digit in (365×659×771)

Find the appropriate relation for quantity 1 and quantity 2 in the following question: Quantity I: the unit digit in (6817)754 Quantity II: the unit digit in (365×659×771) Correct Answer Quantity I > Quantity II

Related Questions

In a six-digit number, the digit of thousands place is 4. The digit at ten's place is double that of digit at thousand's place and digit at hundreds places is half of the digit at thousand’s place. The digit at unit's place is half of the digit at hundred's place. Digit at Ten thousand's place is sum of the digits at thousands and hundreds place and digit at lakh's place is half the digit at ten thousands place. What will be the number?
In a five-digit number, the digit at the hundreds place is double of the digit at the unit place and the digit at ten thousand place is double of the digit at the hundreds place. The digit at tens place is the smallest odd prime number and the digit at thousands place is three times the unit digit. If the digit at the unit place is the even prime number, then the number is
A three-digit number is such that its unit place digit is 1/3rd of its hundredth place digit. The tenth place digit is equal to the number obtained when hundredth place digit is divided by unit place digit. Find the 5/8th of three digits number if unit place digit is 5% of 40.
The following coding system shows the letter codes for numbers. Excluding the exceptions mentioned below, the digits in the question are to be transformed into letter codes as follows: Digit 0 1 2 3 4 5 6 7 8 9 Letter Code A B C D E F G H I J Exceptions: i. If a number begins with a nonzero even digit, that digit should be coded as N. ii. If a number begins with a nonzero odd digit, that digit should be coded as P. iii. If a number begins and also ends with non-zero even digits, those two digits at the extreme ends should be coded as Q. iv. If a number begins and also ends with nonzero odd digits, those two digits at the extreme ends should be coded as W. v. If a number's middle digit is a multiple of 2 that digit should be coded as Z. Barring these exceptions, the other digits should be codified as per the above-mentioned letter codes. Find the appropriate code for the following number-group 3214067
In a five digit number, the digit at ten’s place is 8, digit at units place is one-fourth of the digit at ten’s place, the digit at thousands place is 0, digit at hundreds place is twice that of units place and the digit at ten thousand place is thrice the digit at unit’s place. What is the number?
Each question presents a situation and asks you to make a judgement regarding that particular circumstance. Choose an answer based on given information. Harsh, Farah and Garima were watching a show in which there was a contest. The contest was about a question and they have to send the answer to the given phone number. They have noticed the number but didn’t note it down. All of them remember certain part of the 6-digit number. At least two people must agree for a digit in order to confirm the digit. 1. All three agrees that the first two digit from left was 56. 2. Garima and Harsh agrees that 5th digit from left was 7. 3. Two of them agrees that the last digit was 4. 4. All of them agrees that 3rd and 4th digit from left was same. Which of the following would be most likely the phone number?
The digit in the unit’s place of a three - digit number is thrice the digit in the ten’s place and the digit in the hundred’s place is twice of the digit in the ten’s place. If the sum of the three - digits of the number is 12, what is the three digit number?
Each question presents a situation and asks you to make a judgement regarding that particular circumstance. Choose an answer based on given information. Three friends are waiting for a train on the railway station. Suddenly, a train passes by and each of them tries to remember the train number of the train written on each of the coaches. The train number was a 5-digit number. All must agree in order to confirm the digit of train number. 1. All three agrees that all the digits of the train number was different. 2. All three agrees that the difference of 3rd and 5th digit from left is equal to the 4th digit from the left. 3. All three agrees that the 1st digit was 1. 4. All three agrees that the 2nd digit was an even prime number. Which of the following would be most likely the train number?
The following questions have three statements. Study the question and the statements and decide which of the statement(s) is/are necessary to answer the question. If n is a three-digit positive integer, what is the sum of the digits of n? Statement I: The hundredth digit of n is 3 times the unit digit. Statement II: n is divisible by 7. Statement III: The hundredth digit of n is 3 more than the tens digit.
In a three-digit number, the digit at the hundred’s place, is four times the digit at the unit’s place and the sum of its digits is 17. If the hundred’s place digit and unit place digit are reversed, the number is reduced by 594. What is the original number?