If y = tan(2x + 1), then dy/dx = ?
Question 1
Q1. If y = tan(2x + 1), then dy/dx = ?
Answer: 2 sec²(2x + 1)
Explanation: Using the chain rule, dy/dx = d(tan(2x + 1))/dx = sec²(2x + 1) * d(2x + 1)/dx = sec²(2x + 1) * 2 = 2 sec²(2x + 1).