Here's a breakdown:
* AP Statistics: Relies heavily on conceptual understanding and applying statistical methods to real-world problems. It requires strong reasoning and problem-solving skills, but the math involved is generally less demanding than calculus. Many find the concepts easier to grasp than the abstract nature of calculus.
* AP Calculus (AB or BC): Demands a strong foundation in algebra, trigonometry, and precalculus. It involves a high level of mathematical manipulation, rigorous proof techniques, and understanding of limits, derivatives, and integrals. The concepts are often abstract and require significant practice to master.
Therefore, students who excel in abstract mathematical thinking and enjoy complex problem-solving might find AP Calculus easier, while those who prefer applying concepts to real-world situations and are comfortable with less intense mathematical manipulation might find AP Statistics easier. A student's prior mathematical background and aptitude also play a huge role.