Evaluate
\frac{590}{7}\approx 84.285714286
Factor
\frac{2 \cdot 5 \cdot 59}{7} = 84\frac{2}{7} = 84.28571428571429
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\frac{147+69+88+89+89+97+68+75+73+100+99+97+89}{14}
Add 73 and 74 to get 147.
\frac{216+88+89+89+97+68+75+73+100+99+97+89}{14}
Add 147 and 69 to get 216.
\frac{304+89+89+97+68+75+73+100+99+97+89}{14}
Add 216 and 88 to get 304.
\frac{393+89+97+68+75+73+100+99+97+89}{14}
Add 304 and 89 to get 393.
\frac{482+97+68+75+73+100+99+97+89}{14}
Add 393 and 89 to get 482.
\frac{579+68+75+73+100+99+97+89}{14}
Add 482 and 97 to get 579.
\frac{647+75+73+100+99+97+89}{14}
Add 579 and 68 to get 647.
\frac{722+73+100+99+97+89}{14}
Add 647 and 75 to get 722.
\frac{795+100+99+97+89}{14}
Add 722 and 73 to get 795.
\frac{895+99+97+89}{14}
Add 795 and 100 to get 895.
\frac{994+97+89}{14}
Add 895 and 99 to get 994.
\frac{1091+89}{14}
Add 994 and 97 to get 1091.
\frac{1180}{14}
Add 1091 and 89 to get 1180.
\frac{590}{7}
Reduce the fraction \frac{1180}{14} to lowest terms by extracting and canceling out 2.
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\frac { d } { d x } \frac { ( 3 x ^ { 2 } - 2 ) } { ( x - 5 ) }
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Limits
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