Find the third proportional of 36 and 42.A49B38C42D56Answer: A. 49 Read Explanation: The third proportional to two numbers (a) and (b) is a number (c) such that:a : b = b : cStep 1: Apply the formula36:42=42:c36 : 42 = 42 : c36:42=42:cThis means:3642=42c\frac{36}{42} = \frac{42}{c}4236=c42Step 2: Cross multiply36c=42×4236c = 42 \times 4236c=42×4236c = 1764c=176436c = \frac{1764}{36}c=361764c = 49Final Answer: 49 Read more in App