In a certain language, 5$7 = 24, and 11$3 = 28. What will be the value of 4$3?
Answers
Answer:
14
Explanation:
In the first case (5$7=24),
5+7=12 next, 12 into 2=24
So this is how you got the Ans as 24
Similarly, in the 2nd case (11$3=28),
11+3=14 next, 14 into 2 = 28
Again, we got the Ans by the same method.
So, if we generalize it, we get,
A$B
=A+B=x then, x into 2 = 2x
2x will be the answer.
Let’s find the final answer with the help of this generalized form.
We have, 4$3
So, 4+3= 7
Next, 7 into 2=14
Therefore, Ans is 14
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Given : In a certain language, 5$7 = 24, and 11$3 = 28.
To Find : value of 4$3
Solution:
5$7 = 24
=> (5 + 7) x 2 = 12 x 2 = 24
11$3 = 28.
=> (11 + 3) x 2 = 14 x 2 = 28
4$3
=> ( 4 + 3) x 2 = 7 x 2 = 14
Hence 4$3 = 14
Logic is
A$B = ( A + B) x 2
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