Solidworks **Finding the Volume of the Wheel**Instructions:- Assume IPS units. Zoom in on the image if needed by holding Ctrl and scrolling with your mouse.Given:- \( A = 6.99 \)- \( B = 0.52 \)**Hint:**1. Draw only half of the right view of the wheel.2. Revolve it 360°. Remember, diameter dimensions represent the full width of an object. If drawing only half, use half the diameter.**Additional Notes:**- Cut-outs in the wheel should be created as an extruded cut after revolving the main shape.- When selecting the plane for bolt holes, refer to the note about the hole wizard on the drawing.**Tip:**- For better visibility of smaller dimensions, right click the drawing and open it in a new tab, or save the image. **Wheel Design Drawing****Section A-A:**- Diameter of outer rim: Ø 16.000- Diameter of inner rim: Ø 13.000- Central hub diameter: Ø 5.500- Wall thickness: 1.000- Smaller inner diameter: Ø 2.000- Larger inner diameter: Ø 4.500- Typical radius: R.200**Wheel Front View:**- Radius from center to wheel edge: R2.750- Inner radius from center: R1.625- 30-degree angle from center spoke- 15-degree tilt of spokes**Hole Configuration:**- Hole wizard applied for precise hole placement- 6X counterbore for 3/8 hex finished bolt- Hole depth: .397 through all- Tapered diameter: Ø .875 ▼ .268**Section B-B:**- Wall thickness on edge: .500- Distance between sections: .500**Detail F:**- Vertical section thickness: .250- Horizontal section width: .750**3D View:**- 3D illustration of the wheel showcasing the spoke design.**Materials and Notes:**- Design: EPICS- Material: 1060 Aluminum Alloy- Drawing Title: WheelThis technical drawing provides detailed specifications for the design and dimensions of a wheel, highlighting key measurements for manufacturing and design implementation.

Given Data A=6.99 B=0.52 Find Find the volume of the wheel. Draw the given object in Solidworks to find the volume of the wheel. Isometric ViewDetailed view of the wheel.Find the volume of the wheel. V=242.945 in3 So, the volume of the wheel is 242.945 in3.