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Batting Average worksheet

Grade 6 · CCSS 6.RP.A.2

Solve each problem and show your work. Round answers to 2 decimal places where needed.

1.
Problem 1.
- Hits (H): 130
- At-bats (AB): 550
Find: Batting average
Answer
2.
Problem 2.
- Hits (H): 180
- At-bats (AB): 380
Find: Batting average
Answer
3.
Problem 3.
- Hits (H): 120
- At-bats (AB): 340
Find: Batting average
Answer
4.
Problem 4.
- Hits (H): 160
- At-bats (AB): 600
Find: Batting average
Answer
5.
Problem 5.
- Hits (H): 180
- At-bats (AB): 450
Find: Batting average
Answer
6.
Problem 6.
- Hits (H): 120
- At-bats (AB): 410
Find: Batting average
Answer
7.
Problem 7.
- Hits (H): 160
- At-bats (AB): 500
Find: Batting average
Answer
8.
Problem 8.
- Hits (H): 225
- At-bats (AB): 580
Find: Batting average
Answer
9.
Problem 9.
- Hits (H): 180
- At-bats (AB): 550
Find: Batting average
Answer
10.
Problem 10.
- Hits (H): 180
- At-bats (AB): 400
Find: Batting average
Answer

Answer key: Batting Average worksheet

1. Batting average: 0.236
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{130}{550}$ $= 0.236364$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.236364 → .236$
4. Hits per 10 at-bats, an easy way to picture it
  $2.364 hits per 10 at-bats$
2. Batting average: 0.474
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{180}{380}$ $= 0.473684$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.473684 → .474$
4. Hits per 10 at-bats, an easy way to picture it
  $4.737 hits per 10 at-bats$
3. Batting average: 0.353
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{120}{340}$ $= 0.352941$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.352941 → .353$
4. Hits per 10 at-bats, an easy way to picture it
  $3.529 hits per 10 at-bats$
4. Batting average: 0.267
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{160}{600}$ $= 0.266667$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.266667 → .267$
4. Hits per 10 at-bats, an easy way to picture it
  $2.667 hits per 10 at-bats$
5. Batting average: 0.4
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{180}{450}$ $= 0.4$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.4 → .400$
4. Hits per 10 at-bats, an easy way to picture it
  $4 hits per 10 at-bats$
6. Batting average: 0.293
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{120}{410}$ $= 0.292683$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.292683 → .293$
4. Hits per 10 at-bats, an easy way to picture it
  $2.927 hits per 10 at-bats$
7. Batting average: 0.32
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{160}{500}$ $= 0.32$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.32 → .320$
4. Hits per 10 at-bats, an easy way to picture it
  $3.2 hits per 10 at-bats$
8. Batting average: 0.388
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{225}{580}$ $= 0.387931$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.387931 → .388$
4. Hits per 10 at-bats, an easy way to picture it
  $3.879 hits per 10 at-bats$
9. Batting average: 0.327
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{180}{550}$ $= 0.327273$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.327273 → .327$
4. Hits per 10 at-bats, an easy way to picture it
  $3.273 hits per 10 at-bats$
10. Batting average: 0.45
1. Batting average is hits divided by official at-bats: the share of turns at bat that ended in a hit
  $AVG$ $= \frac{H}{AB}$
2. Put in the player's hits and at-bats
  $\frac{180}{400}$ $= 0.45$
3. Round to three decimals and drop the leading zero, as box scores do
  $0.45 → .450$
4. Hits per 10 at-bats, an easy way to picture it
  $4.5 hits per 10 at-bats$