a) The 150-kg uniform crate rests on the 10-kg cart (see Figure 1). Determine the maximum force P that can be applied to the handle without causing the crate to slip or tip on the cart. The coefficient of static friction between the crate and cart is us = 0.2. 0.5 m 1.4 m Prob. 17-38 Figure 1 1m b) Now, consider the scenario shown in Figure 2. Let's assume the maximum force (P) you calculated in the previous part was intended for a person with the height mentioned in Figure 2a. However, the person in Figure 2b is taller than the one mentioned in Figure 2a. In this case, determine the maximum allowable force (P) for the person from Figure 2b to ensure that the individual can perform the task safely without causing the crate to slip or tip on the cart. Given the situation, who has the advantage: the person from Figure 2a or Figure 2b? Additionally, suggest a quick and effective solution that can be implemented to accommodate both individuals equally while performing the task. 0.5 m 1 m 1.7 m Figure 2 Message we hope to deliver through this question: 30C 0.5 m 1 m AwNN-s 1 "To emphasize that height often provides an additional advantage, and therefore, height adjustments should be engineered into the product to accommodate a broader range of users."