Sum of two numbers is 103. If greater number is divided by smaller number then the quotient is 2 and the remainder is 19. Then find the numbers.
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Let greater no. X and smallest y
Y*2+19=x
2y+19=x
2y-x= -19 equation 1
Given in question X+y= 103 equation 2 then add both the equation
2y-x= - 19
Y+x =103
3y =, 84
Y =28
X=103-28
X =75
Y*2+19=x
2y+19=x
2y-x= -19 equation 1
Given in question X+y= 103 equation 2 then add both the equation
2y-x= - 19
Y+x =103
3y =, 84
Y =28
X=103-28
X =75
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