Please help me with questions number 1, 2 and three both A and ?B. (Everything that is highlighted in yellow. ) Show how calculations are done. Thank you

Table 1. Fill out the table below with all data recorded from the dynamometer Peak Moment Peak Moment Peak Moment Average Peak Angle (deg) Rep 1 (Nm) Rep 2 (Nm) Rep 3 (Nm) Moment (Nm) 0 58.48 63.92 62.56 61.65 25 85.68 85.68 85.68 85.68 45 82.96 82.96 82.96 82.96 90 73.44 73-44 73.44 73.44 100 54.40 54.40 54.40 54.40 120 36.72 36.72 36.72 36.72 For the following questions, you will use the information obtained from the dynamometer and the muscle properties provided in the subsequent tables. Question 1. Review Table 2. Calculate the muscle force required by each muscle to produce the average peak moment recorded at 90 elbow flexion, assuming each muscle is responsible for the entire moment. (3pts) Table 2. Moment arms for select elbow flexors. Moment Arm (m) Elbow Angle (deg) BIClong BRA BRD 90 0.046 0.023 0.079 Note: BICLong: biceps brachii long head. BRA: brachialis, BRD: brachioradialis. Question 2. Review Table 3. Compare your calculated muscl muscle force from Question 1 with the maximum force of each muscle provided in Table 3. Are the muscles strong long enough to produce the required force? If the answer is no, how much stronger (in Newtons) would each muscle need to be to generate the force from Question 17 (3pts) Table 3. Muscle forces for select elbow flexors Muscle Force (N) Elbow Angle (deg) BIClong BRA BRD 90 508.5417 1084.826 244.204 Note: BICLong: biceps brachii long head. BRA: brachialis, BRD: brachioradialis. Question 3. Now, equally distribute the recorded moment at 90 elbow flexion across all three muscles. A Recalculate the required force for each muscle using the distributed moment and their respective moment arms (Table 2). (3pts) B. Which muscles could successfully produce the force calculated in 3A (check against Table 3 forces)? (1pt)