5 digit number multiplied by 4 gives reverse|$4\\times ABCDE = EDCBA$: Four times a five digit integer is that

5 digit number multiplied by 4 gives reverse,Reverse 5 digit number by multiplying 4. A, B, C, D and E are 5 different single digit numbers. The number ABCDE times 4 will have a result of EDCBA.

Let be our 5 digit number. Our number when multiplied by 4 gives its reverse, i.e., [N.B.: Here and are digits of the numbers and they're not multiplied to each other.] So is a 5 digit number which is less than 1 lakh, i.e., Since is a 5 digit number, .

Find a five-digit number that is reversed when multiplied . by 4. An eight-digit number. From the clues, work out the number that fits into the boxes. 1. All the digits are different. . $4\times ABCDE = EDCBA$: Four times a five digit integer is that integer backwards. “Find all of the five-digit numbers that are reversed when multiplied by (a) 9 and (b) 4.” SOLVED: If you multiply the five digit number abcde by 4, the order of the digits will be reversed. That is abcde X 4= edcba. The digits a,b,c,d, and e are all .

Basic Math. Math Calculator. Step 1: Enter the expression you want to evaluate. The Math Calculator will evaluate your problem down to a final solution. You can also add, subtraction, multiply, and divide and complete any arithmetic you need. Step 2: Click the blue arrow to submit and see your result! We know our given and reverse numbers must be 5 digits in length. It's pretty easy to determine upper and lower limits for our given number to be 10000 and 11111. Anything lower than 10000 would have 4 digits, and anything higher than 11111 multiplied by 9 would give us a 6-digit number. (11112 * 9 = 100008) 10000 11111

You are dealing with a Cyclic Numbers in your given Example. Like you are mentioning 258,741 so, Here are some interesting properties of Cyclic Numbers: 2+5+8+7+4+1=27 (These always equals . 2178 * 4 = 8712. 8712 is the reverse of 2178. Since it’s 4 Digit Number and since after multiplication also it has to be a 4 Digit Number, it’s easy to see that the Number has to be less than 2500 since 2500 * 4 = 10000. The Number also can’t be starting with 1, as any Number when multiplied by 4, can’t result into an odd number.What 5 digit number when multiplied by 4 yields the number the same five digits in reverse order? The number is 21978. 21978 when multiplied by 4 which gives the result 87912 which is in reverse order.5 digit number multiplied by 4 gives reverse $4\\times ABCDE = EDCBA$: Four times a five digit integer is that If _ _ _ _ _ $9 \times 4 = 9 $_ _ _ _ _, what's the former number? 12 How is moving the last digit of a number to the front and multiplying related to multiplicative orders?First of all think about 1st and last digit means A and E. A is either 1 or 2 ( since after multiplied by 4 it remains 5 digit no). And i choose 2 bcz no any no. give odd no(i.e 1 ) after multiplied by 4..The PIN can be solved by the following riddle: a 5-digit number, when multiplied by 9 , gives the same digits in reverse order. That is: abcde∗9=edcba where a,b,c,d and e are digits from 0 to 9 . The solution "00000" will not open the lock. What is the 5-digit number that when multiplied by 9 gives the same number in

Multiplication (often denoted by the cross symbol "×", by a point "⋅", by juxtaposition, or, on computers, by an asterisk "∗") is one of the four elementary mathematical operations of arithmetic, with the others being addition, subtraction and division. × = ? Calculator to give out the multiplication result of two whole numbers.

let number is (1000x + 100 y + 10z + w) so, x must be 2. if it's greater then 2 then no. will be of 5 digit & x=1 is also not possible bcoz if no. is reversed then unit digit is 1 which can't be multiple of 4.

3. The fourth digit is three times the first. 4. The final digit is the product of the second and third digits. An eight-digit number contains two 1's, two 2's, two 3's, and two 4's. The 1's are separated by one digit, the 2's by two digits, the 3's by three digits, and the 4's by four digits. What is the number? Write a ten-digit number so that Multiplying 4-Digit Numbers Quickly. Write down both 4-digit numbers above each other. Multiply the first number by each digit of the second. Carry any numbers larger than 9, and finally. Add the results. What 4 digit multiplied by 4 gives it reverse? The Number is 2178. 2178 * 4 = 8712. 8712 is the reverse of 2178.

Any number multiplied by 4 will give us an even number Hence the digit D when multiplied by 4 will give us a even number Since A is the unit digit of the product it is even Hence A = 2, 4, 6 or 8 . that 4 x D gives the . Thus U3 = 198. Another 3-digit number, say, 678 if subtracted from its reverse 876 will also yield the same difference, that is, 198. Thus for any number consisting of 3 consecutive digits, the Unique number U3 is always 198. Similarly for a number consisting of 4 consecutive digits, the Unique number U4 = 3087.

We would like to show you a description here but the site won’t allow us.5 digit number multiplied by 4 gives reverse What 5 digit number when multiplied by 4 yields the number the same five digits in reverse order? The number is 21978. 21978 when multiplied by 4 which gives the result 87912 which is in reverse order.$4\\times ABCDE = EDCBA$: Four times a five digit integer is that What 5 digit number when multiplied by 4 yields the number the same five digits in reverse order? The number is 21978. 21978 when multiplied by 4 which gives the result 87912 which is in reverse order. The question asks to find a 4-digit number that when multiplied by 4, results in a number that has its digits reversed. This problem requires a logical approach to figure out the number. We know that when the 4-digit number is multiplied by 4, the unit digit of the product must be the thousand's digit of the original number.

Find a 4-digit number which, when multiplied by 4 yields the same number in reverse? Ask Question Asked 9 years, 5 months ago. Modified 9 years, 5 months ago. . Reverse of number in PHP not showing correct output. 14. Make 4 digit integer from one, two, or three digits integer in PHP. 0.

5 digit number multiplied by 4 gives reverse|$4\\times ABCDE = EDCBA$: Four times a five digit integer is that

5 digit number multiplied by 4 gives reverse|$4\\times ABCDE = EDCBA$: Four times a five digit integer is that .

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