a G 6 mm b

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determine the lengths a and b from center of gravity.          

 

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The image depicts a geometric diagram with a quarter-circle sector. 

- **Axes Designation**: 
  - The horizontal line is labeled as the \( x \)-axis.
  - The vertical line is labeled as the \( y \)-axis. 

- **Quarter Circle**:
  - The quarter circle is centered at point \( G \).
  - The radius of the quarter circle is indicated as 6 mm.

- **Segments**:
  - The segment extending from point \( G \) along the \( x \)-axis is labeled as \( b \).
  - The segment extending along the line perpendicular from the \( y \)-axis is labeled as \( a \).

This diagram appears to illustrate the relationship between the elements of a quarter circle in a coordinate system, showing how the segments \( a \) and \( b \) relate to the center and the radius of the circle.
Transcribed Image Text:The image depicts a geometric diagram with a quarter-circle sector. - **Axes Designation**: - The horizontal line is labeled as the \( x \)-axis. - The vertical line is labeled as the \( y \)-axis. - **Quarter Circle**: - The quarter circle is centered at point \( G \). - The radius of the quarter circle is indicated as 6 mm. - **Segments**: - The segment extending from point \( G \) along the \( x \)-axis is labeled as \( b \). - The segment extending along the line perpendicular from the \( y \)-axis is labeled as \( a \). This diagram appears to illustrate the relationship between the elements of a quarter circle in a coordinate system, showing how the segments \( a \) and \( b \) relate to the center and the radius of the circle.
Expert Solution
Step 1: We have given

Radius 

R=6mm

location of  center of gravity 

G(x,y)=(0,0)


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