Question

10 = 25
35 = 75
65 = 105
25 = ?

Explanation:

consistent. But if we take the first two: \(10+15 = 25\), \(35+40 = 75\), the difference between 15 and 40 is 25, which is the first right - hand side number. Then \(25\) (the number we need to find for) is \(10 + 15\), so \(25+15 = 40\)? No. Wait, I think the correct pattern is \(y = 2x+5\), and for \(x = 65\), maybe it's a mistake, or we have a different pattern

Answer:

consistent. But if we take the first two: \(10+15 = 25\), \(35+40 = 75\), the difference between 15 and 40 is 25, which is the first right - hand side number. Then \(25\) (the number we need to find for) is \(10 + 15\), so \(25+15 = 40\)? No. Wait, I think the correct pattern is \(y = 2x+5\), and for \(x = 65\), maybe it's a mistake, or we have a different pattern