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Answers
☯ AnSwEr :
Firstly, we will solve the first line.
★ Numbers in first line = 1, 3, 2 and 4
→ 1 + 3
→ 4
→ 3 + 2
→ 5
→ 2 + 4
→ 6
If we see our addition properly then it is seen that the numbers arr in A.P whose common difference is 1.
★ Numbers in second line = 3, 7, 5 and 9.
→ 3 + 7
→ 10
→ 7 + 5
→ 12
→ 5 + 9
→ 14
If we see our addition properly then it is seen that the numbers arr in A.P whose common difference is 2.
Similarly, in third one there will be A.P with some common difference d.
→ 28 + 58
→ 86
→ 133 + 58
→ 191
Now, if we subtract 191 from 81 we get d and then we will add d in 133.
→ d = 191 - 86
→ d = 105
Now,
→ 105 + 133 = ?
→ 238
238 is the required answer.
GIVEN:
☆ 1 - 3 = 28
☆ 3 - 7 = 58
☆ 2 - 5 = 133
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TO FIND:
4 - 9 = ?
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SOLUTION:
a³ + b³ = c
In 1st
=> 1³ + 3³
=> 1 + 27
=> 28
In 2nd
=> 3³ + 7³
=> 9 + 49
=> 58
In 3rd
=> 2³+5³
=> 8 + 125
=> 133
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Using the same way to solve here....
In 4th,
=> 4³ + 9³
=> 64 + 729
=> 793 Answer.