\left. \begin{array} { l } { 49.61 + 34.07 + 22.32 + 21.38 + 30.9 + 20.18 + 28.29 + 29.25 } \\ { 32.37 + 22.5 + 22.42 + 21.46 + 21.05 + 16.11 + 20.35 + 33.55 + 27.94 } \\ { 23.06 + 20.58 + 23.58 + 26.33 + 20.93 + 19.68 + 23.08 + 15.04 } \end{array} \right.
Sort
172.28,217.75,236
Evaluate
236,\ 217.75,\ 172.28
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sort(83.68+22.32+21.38+30.9+20.18+28.29+29.25,32.37+22.5+22.42+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 49.61 and 34.07 to get 83.68.
sort(106+21.38+30.9+20.18+28.29+29.25,32.37+22.5+22.42+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 83.68 and 22.32 to get 106.
sort(127.38+30.9+20.18+28.29+29.25,32.37+22.5+22.42+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 106 and 21.38 to get 127.38.
sort(158.28+20.18+28.29+29.25,32.37+22.5+22.42+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 127.38 and 30.9 to get 158.28.
sort(178.46+28.29+29.25,32.37+22.5+22.42+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 158.28 and 20.18 to get 178.46.
sort(206.75+29.25,32.37+22.5+22.42+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 178.46 and 28.29 to get 206.75.
sort(236,32.37+22.5+22.42+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 206.75 and 29.25 to get 236.
sort(236,54.87+22.42+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 32.37 and 22.5 to get 54.87.
sort(236,77.29+21.46+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 54.87 and 22.42 to get 77.29.
sort(236,98.75+21.05+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 77.29 and 21.46 to get 98.75.
sort(236,119.8+16.11+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 98.75 and 21.05 to get 119.8.
sort(236,135.91+20.35+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 119.8 and 16.11 to get 135.91.
sort(236,156.26+33.55+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 135.91 and 20.35 to get 156.26.
sort(236,189.81+27.94,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 156.26 and 33.55 to get 189.81.
sort(236,217.75,23.06+20.58+23.58+26.33+20.93+19.68+23.08+15.04)
Add 189.81 and 27.94 to get 217.75.
sort(236,217.75,43.64+23.58+26.33+20.93+19.68+23.08+15.04)
Add 23.06 and 20.58 to get 43.64.
sort(236,217.75,67.22+26.33+20.93+19.68+23.08+15.04)
Add 43.64 and 23.58 to get 67.22.
sort(236,217.75,93.55+20.93+19.68+23.08+15.04)
Add 67.22 and 26.33 to get 93.55.
sort(236,217.75,114.48+19.68+23.08+15.04)
Add 93.55 and 20.93 to get 114.48.
sort(236,217.75,134.16+23.08+15.04)
Add 114.48 and 19.68 to get 134.16.
sort(236,217.75,157.24+15.04)
Add 134.16 and 23.08 to get 157.24.
sort(236,217.75,172.28)
Add 157.24 and 15.04 to get 172.28.
236
To sort the list, start from a single element 236.
217.75,236
Insert 217.75 to the appropriate location in the new list.
172.28,217.75,236
Insert 172.28 to the appropriate location in the new list.
Examples
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Matrix
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Differentiation
\frac { d } { d x } \frac { ( 3 x ^ { 2 } - 2 ) } { ( x - 5 ) }
Integration
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Limits
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