OPS worksheet

1. On-base plus slugging (OPS): 1.025

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=110+34+4+20$$=168$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{168+40+5}{450+40+5+6}$$=\frac{213}{501}$$=0.42515$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=110+2\times 34+3\times 4+4\times 20$$=270$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{270}{450}$$=0.6$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.42515+0.6$$=1.02515$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.425 OBP + .600 SLG → 1.025 OPS}$

2. On-base plus slugging (OPS): 0.753

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=90+24+4+28$$=146$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{146+60+7}{600+60+7+6}$$=\frac{213}{673}$$=0.316493$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=90+2\times 24+3\times 4+4\times 28$$=262$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{262}{600}$$=0.436667$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.316493+0.436667$$=0.75316$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.316 OBP + .437 SLG → .753 OPS}$

3. On-base plus slugging (OPS): 0.879

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=110+37+4+27$$=178$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{178+70+5}{600+70+5+5}$$=\frac{253}{680}$$=0.372059$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=110+2\times 37+3\times 4+4\times 27$$=304$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{304}{600}$$=0.506667$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.372059+0.506667$$=0.878725$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.372 OBP + .507 SLG → .879 OPS}$

4. On-base plus slugging (OPS): 1.336

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=90+28+6+24$$=148$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{148+55+6}{325+55+6+4}$$=\frac{209}{390}$$=0.535897$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=90+2\times 28+3\times 6+4\times 24$$=260$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{260}{325}$$=0.8$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.535897+0.8$$=1.335897$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.536 OBP + .800 SLG → 1.336 OPS}$

5. On-base plus slugging (OPS): 0.734

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=100+22+5+23$$=150$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{150+55+5}{600+55+5+5}$$=\frac{210}{665}$$=0.315789$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=100+2\times 22+3\times 5+4\times 23$$=251$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{251}{600}$$=0.418333$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.315789+0.418333$$=0.734123$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.316 OBP + .418 SLG → .734 OPS}$

6. On-base plus slugging (OPS): 0.971

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=75+28+5+20$$=128$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{128+55+6}{400+55+6+4}$$=\frac{189}{465}$$=0.406452$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=75+2\times 28+3\times 5+4\times 20$$=226$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{226}{400}$$=0.565$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.406452+0.565$$=0.971452$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.406 OBP + .565 SLG → .971 OPS}$

7. On-base plus slugging (OPS): 0.985

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=122+28+5+28$$=183$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{183+46+5}{525+46+5+3}$$=\frac{234}{579}$$=0.404145$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=122+2\times 28+3\times 5+4\times 28$$=305$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{305}{525}$$=0.580952$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.404145+0.580952$$=0.985097$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.404 OBP + .581 SLG → .985 OPS}$

8. On-base plus slugging (OPS): 0.775

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=110+28+3+20$$=161$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{161+75+4}{600+75+4+6}$$=\frac{240}{685}$$=0.350365$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=110+2\times 28+3\times 3+4\times 20$$=255$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{255}{600}$$=0.425$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.350365+0.425$$=0.775365$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.350 OBP + .425 SLG → .775 OPS}$

9. On-base plus slugging (OPS): 1.007

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=120+30+5+24$$=179$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{179+55+6}{500+55+6+4}$$=\frac{240}{565}$$=0.424779$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=120+2\times 30+3\times 5+4\times 24$$=291$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{291}{500}$$=0.582$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.424779+0.582$$=1.006779$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.425 OBP + .582 SLG → 1.007 OPS}$

10. On-base plus slugging (OPS): 0.961

1. Add the four kinds of hit to get total hits, which both rates below need

   $H$$=100+38+5+32$$=175$

2. Find on-base percentage: divide the times on base by the plate appearances that count, to see how often the hitter avoids making an out

   $\mathrm{OBP}$$=\frac{175+55+5}{550+55+5+6}$$=\frac{235}{616}$$=0.381494$

3. Count total bases, so bigger hits earn more: one for a single, two for a double, three for a triple, four for a home run

   $\mathrm{TB}$$=100+2\times 38+3\times 5+4\times 32$$=319$

4. Find slugging percentage: divide total bases by at-bats to measure power per at-bat

   $\mathrm{SLG}$$=\frac{319}{550}$$=0.58$

5. Add on-base percentage and slugging percentage to get OPS, one number for getting on base and hitting for power

   $\mathrm{OPS}$$=0.381494+0.58$$=0.961494$

6. Write the three rates box-score style, to three decimals, as fans usually see them

   $\text{.381 OBP + .580 SLG → .961 OPS}$