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Sagot :
The numbers are (possibly) consecutive
Let x and x+1 be the numbers
( x + 1 + x )( x + 1 - x ) = 105
( 2x + 1 )( 1 ) = 105
2x + 1 = 105
2x = 105 - 1
2x = 104
x = 52
x + 1 = 53
Therefore, the numbers are 52 and 53.
Let x and x+1 be the numbers
( x + 1 + x )( x + 1 - x ) = 105
( 2x + 1 )( 1 ) = 105
2x + 1 = 105
2x = 105 - 1
2x = 104
x = 52
x + 1 = 53
Therefore, the numbers are 52 and 53.
I believe that there's a missing statement not posted here :-)
Let first number by x
second number be y
If we add the the two numbers (sum) : x + y
If we subtract the two numbers (difference) : x - y
The product of the sum and difference: Multiply:
(x + y ) (x - y) = 105
The missing statement / condition will help us transform y in terms of x:-)
Let first number by x
second number be y
If we add the the two numbers (sum) : x + y
If we subtract the two numbers (difference) : x - y
The product of the sum and difference: Multiply:
(x + y ) (x - y) = 105
The missing statement / condition will help us transform y in terms of x:-)
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