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If 11 # 2 @ 6 = 78 and 15 # 4 @ 8 = 152, then 17 # 6 @ 7 = ?
161
143
221
157
Let's find the pattern in the operation:
Given:
- 11 # 2 @ 6 = 78
- 15 # 4 @ 8 = 152
Let's try to relate input numbers to the answer:
- (First x Second) + (Second x Third)
- (11x2) + (2x6) = 22 + 12 = 34 (But not 78)
- (First x Third) + (Second x Third) = (11x6) + (2x6) = 66 + 12 = 78
Now check second:
- (15x8) + (4x8) = 120 + 32 = 152
So, the rule is:
- (First x Third) + (Second x Third)
Now for:
17 # 6 @ 7 = (17x7) + (6x7)
= 119 + 42
= 161
Let's check the options:
- Option:1, 161
- Option:2, 143
- Option:3, 221
- Option:4, 157
Correct Answer: Option 1, 161
- The operation is (First x Third) + (Second x Third)
- Applying it gives 161 for the last equation
- Option 1 is correct
By: Kamal Kashyap ProfileResourcesReport error
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