A. 26
B. 22
C. 23
D. 21
🧠 Explanation:
The next term in the series 36, 34, 30, 28, 24 is 22. The pattern alternates differences: 36-34=2, 34-30=4, 30-28=2, 28-24=4, so the next difference is 2, giving 24-2=22. This arithmetic sequence tests pattern recognition, crucial in mathematics and logic. Solving such series enhances analytical skills, applicable in programming, data analysis, or engineering, where identifying numerical trends drives solutions. Understanding this pattern ensures accuracy in predicting sequences, vital for technical and academic problem-solving in various quantitative fields.