Question

Pam likes the numbers \[1689\] and \[6891\]. Knowing this, which pair of numbers will she like among the ones below?
A.\[1981\] and \[1891\]
B.\[19\] and \[91\]
C.\[190\] and \[160\]
D.\[1198911\] and \[1168611\]

Answer 1

Hint: The given question is a kind of Logical and reasoning question. The problem says that Pam likes the numbers \[1689\] and \[6891\]. Then, we have to find a pair of numbers among them. Let us evaluate the options and get the required solution.

Complete step-by-step answer:
Here in the given question, Pam is the person who likes the numbers \[1689\] and \[6891\]
To find the same liking of the person in the format of the numbers,
So, the number she likes is \[1689\] and \[6891\].
While looking at these numbers we can see that \[1689\], \[6891\].
Thus \[1689\] which is written in the reverse order \[9861\] and while in these numbers the numbers \[6\] and \[9\] are made to be changed.
Similarly, let’s put this logic in the options given to us,

Option A - \[1981\] and \[1891\] is not the correct one.
As the number \[1981\] with the first logic need to be written in the reverse order thus, while writing \[1981\] in the reverse order occur as \[1891\] but it does not satisfies the second condition of logic as changing the number \[9\] and \[6\].
Hence Option A is not the correct one.

Option B - \[19\] and \[91\] is not the correct one.
As the number \[19\] with the first logic need to be written in the reverse order thus, while writing \[19\] in the reverse order occur as \[91\] but it does not satisfies the second condition of logic as the number \[6\] does not occur in this number format.
Hence Option B is not the correct one.

Option C - \[190\] and \[160\]is also not the correct one
As the number \[190\] and \[160\] does not satisfy the first condition of logic, the number needs to be written in the reverse order.
Hence Option C is not the correct one.

Option D - \[1198911\]and \[1168611\] is the correct one.
Based on the first condition of logic the number needs o be written in the reverse order thus while writing \[1198911\] in the reverse order as it got of the number as \[1198911\] and with this follow need of the second condition of logic that is number \[9\] has to replace with the number \[6\].
Thus, with this result it makes the formation of the number as \[1168611\].
Hence the Option D – is the correct one.
So, the correct answer is “Option D”.

Note: The word "hundred" is derived from the old Norse term "hundredth," which indicates \[120\] rather than \[100\].
There's a \[50\] percent probability that two persons in a room of \[23\] have the same birthday.
The word "hundred" comes from the old English word "hundred."