Find number of seven-digit number in the form of `a b c d efg(g,f,e ,` tc. Are digits at units, tens hundreds place etc.) `w h e r ea<>e>>f>>gdot`

Find number of seven-digit number in the form of a b c d efg(g,f,e , tc. Are digits at units, tens hundreds place etc.) w here a >e>>f >>gdot.

Find number of seven-digit number in the form of a b c d efg(g,f,e , tc. Are digits at units, tens hundreds place etc.) where a >e>>f>>g dot

Find number of seven-digit number in the form of a b c d efg(g,f,e , tc. Are digits at units, tens hundreds place etc.) where a >e>>f>>g dot

Find number of seven-digit number in the form of a b c d efg(g,f,e , etc. Are digits at units, tens hundreds place etc.) where a e > f > g .

Find the number of 6 digit numbers of the form abcdef if the digits satisfy the condition a+b+c+d+e+f=a^(2)+b^(2)+c^(2)+d^(2)+e^(2)+f^(2)

Consider a three-digit number with the following properties: I. If its digits in units place and tens place are interchanged, the number increases by 36, II. If its digits in units place and hundreds place are interchanged, the number decreases by 198. Now suppose that the digits in tens place and hundreds place are interchanged. Then the number.

The digit in the tens place of a two digit number is 3 more than the digit in the units place. Let the digit at units place be b. Then the number is

In a three digit number the digit in the unit’s place is 75% of the digit in the ten’s place. The digit in the ten’s place is greater than the digit in the hundred’s place by 1. If the sum of the digits in the ten’s place and the hundred’s place is 15, what is the number? a. 687 b. 786 c. 795 d. cannot be determined e. none of these

In a three digit number, the digit in the units place is four times the digit in the hundred place. If the digits in the units place and the tens place are interchanged, the new number so formed is 1 more than the original number. If the digit in the hundred place is one third of the digit in the tens place, what is the original number?