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For the given part, use ANSYS Work Bench to determine the fundamental frequencies and the associated mode shapes if one of th
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A: Modal Modal Frequency: N/A 27-06-2019 15:23 Fixed SupportMode Frequency (Hz] 10. 17.108 1304.8 1 2 2. 3 3. 4 4 5 5 6 6 7 7 8 8. 9 9 10 10 37.962 1000. 70.458 750. 207.06 303.08 500.A: Modal Total Deformation Type: Total Deformation Frequency: 17.108 Hz Unit: m 27-06-2019 15:20 2.0781 Max 1.8472 1.6163 1.3A: Modal Total Deformation 2 Type: Total Deformation Frequency: 37.962 Hz Unit: m 27-06-2019 15:20 2.1449 Max 1.9065 1.6682 1A: Modal Total Deformation 3 Type: Total Deformation Frequency: 70.458 Hz Unit: m 27-06-2019 15:20 1.5435 Max 1.372 1.2005 1.A: Modal Total Deformation 4 Type: Total Deformation Frequency: 207.06 Hz Unit: m 27-06-2019 15:21 3.2564 Max 2.8946 2.5328 2A: Modal Total Deformation 5 Type: Total Deformation Frequency: 303.08 Hz Unit: m 27-06-2019 15:21 2.5096 Max 2.2307 1.9519 AA: Modal Total Deformation 6 Type: Total Deformation Frequency: 315.65 Hz Unit: m 27-06-2019 15:21 2.3373 Max 2.0776 AutomatiA: Modal Total Deformation 7 Type: Total Deformation Frequency: 695.55 Hz Unit: m 27-06-2019 15:22 3.7182 Max 3.3051 AutomatiA: Modal Total Deformation 8 Type: Total Deformation Frequency: 871.74 Hz Unit: m 27-06-2019 15:22 2.7031 Max 2.4028 2.1024 1A: Modal Total Deformation 9 Type: Total Deformation Frequency: 1144.4 Hz Unit: m 27-06-2019 15:22 4.0242 Max 3.5771 3.1299 2A: Modal Total Deformation 10 Type: Total Deformation Frequency: 1304.8 Hz Unit: m 27-06-2019 15:22 Automati 3.7465 3.2782 2.

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