A) 15 and 60
B) 30 and 45
C) 15 and 30
D) 15 and 45
Correct Answer: D
Solution :
Let one of the numbers be 'x? Then the second number = 3x By the given condition, one number \[+15=\] 2 (second number \[+15\]) i.e., \[3x+15=2(x+15)\] \[\Rightarrow \] \[x=-3\] Hence, if one number is 15 the other number is \[3+15=45.\](or) if one number is \[-3,\] the second number is \[3\times (-3)=-9\]. \[\therefore \]Of the given options 15 and 45 are the required numbers.You need to login to perform this action.
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