Question

1 + 4 = 5
2 + 5 = 12
3 + 6 =21
8 + 11 = ?​

Answer 1

$\begin{gathered}\large {\boxed{\sf{\mid{\overline {\underline {\star ANSWER ::}}}\mid}}}\end{gathered}$

To Find :-

8 + 11 = ? According to the Question.

Solution :-

➪ Interestingly, 1+4=5 , where 5 is expressed as 5 in base 6.

➪ Then 2+5=7, where 7 is expressed as 12 in base 5.

➪ Then 3+6 = 9, where 9 is expressed as 21 in base 4.

➪ Thus 8+11 = 19, where 19 is expressed as 201 in base 3.

Final Answer :-

$\: \: \: \: \large \boxed{8 + 11 = 201}$

➪ The answer is 201. This is more natural an answer than the malignant abuse of the addition symbol, and the only pattern I used is the reduction in the base numbers by one at every step, a very natural sequence (6,5,4,3). Using bases for numbers is also a natural part of mathematics, so I have not made use of a system repugnant to the nature of addition.

@SweetestBitter

Answer 2

Answer:

To Find :-

8 + 11 = ? According to the Question.

Solution :-

➪ Interestingly, 1+4=5 , where 5 is expressed as 5 in base 6.

➪ Then 2+5=7, where 7 is expressed as 12 in base 5.

➪ Then 3+6 = 9, where 9 is expressed as 21 in base 4.

➪ Thus 8+11 = 19, where 19 is expressed as 201 in base 3.

Final Answer :-

8+11=201

➪ The answer is 201. This is more natural an answer than the malignant abuse of the addition symbol, and the only pattern I used is the reduction in the base numbers by one at every step, a very natural sequence (6,5,4,3). Using bases for numbers is also a natural part of mathematics, so I have not made use of a system repugnant to the nature of addition.