Solve mu_{c}=(2+1)+(5+3)+(6+5)+(7+4)+(8+2)+(9+7)+(10+9)/7

$$\mu _ { c } = \frac { ( 2 + 1 ) + ( 5 + 3 ) + ( 6 + 5 ) + ( 7 + 4 ) + ( 8 + 2 ) + ( 9 + 7 ) + ( 10 + 9 ) } { 7 }$$

Solve for μ_c

$$\mu _{c}=\frac{78}{7}\approx 11.142857143$$

Steps for Solving Linear Equation

Add 2 and 1 to get 3.

$$\mu _{c}=\frac{3+5+3+6+5+7+4+8+2+9+7+10+9}{7}$$

Add 3 and 5 to get 8.

$$\mu _{c}=\frac{8+3+6+5+7+4+8+2+9+7+10+9}{7}$$

Add 8 and 3 to get 11.

$$\mu _{c}=\frac{11+6+5+7+4+8+2+9+7+10+9}{7}$$

Add 11 and 6 to get 17.

$$\mu _{c}=\frac{17+5+7+4+8+2+9+7+10+9}{7}$$

Add 17 and 5 to get 22.

$$\mu _{c}=\frac{22+7+4+8+2+9+7+10+9}{7}$$

Add 22 and 7 to get 29.

$$\mu _{c}=\frac{29+4+8+2+9+7+10+9}{7}$$

Add 29 and 4 to get 33.

$$\mu _{c}=\frac{33+8+2+9+7+10+9}{7}$$

Add 33 and 8 to get 41.

$$\mu _{c}=\frac{41+2+9+7+10+9}{7}$$

Add 41 and 2 to get 43.

$$\mu _{c}=\frac{43+9+7+10+9}{7}$$

Add 43 and 9 to get 52.

$$\mu _{c}=\frac{52+7+10+9}{7}$$

Add 52 and 7 to get 59.

$$\mu _{c}=\frac{59+10+9}{7}$$

Add 59 and 10 to get 69.

$$\mu _{c}=\frac{69+9}{7}$$

Add 69 and 9 to get 78.

$$\mu _{c}=\frac{78}{7}$$

Assign μ_c

$$\mu _{c}≔\frac{78}{7}$$