The sum of two numbers is equal to nine times their difference.If the larger number is more than the smaller by 33,what is their sum
Let the smaller no. is x
therefore- larger no. = x+33
their sum= x+x+33
their differense = x-(x+33)
ATQ(according to the question) -
x+x+33 = 9[x-(x+33)]
=>2x+33 = 9[x-x-33]
=>2x+33 = 9* (-33)
=>2x = -297 - 33
=>2x = - 330
=> x = -330 / 2
=> x = -165
therefore ,
smaller no. = -165
larger no. = -165+33 = - 132
So,
their sum = -165+(-132)
= - 297 Ans....
therefore- larger no. = x+33
their sum= x+x+33
their differense = x-(x+33)
ATQ(according to the question) -
x+x+33 = 9[x-(x+33)]
=>2x+33 = 9[x-x-33]
=>2x+33 = 9* (-33)
=>2x = -297 - 33
=>2x = - 330
=> x = -330 / 2
=> x = -165
therefore ,
smaller no. = -165
larger no. = -165+33 = - 132
So,
their sum = -165+(-132)
= - 297 Ans....