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To average 165 for 4 games, Miguel needs a total of 660 pins. In the first three games, Miguel scored 129+133+154 = 416, so he needs to score 660-416 = 244 in the last game.

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Add up all the scores:

129+133+154 = 416

Multiply the average score and number of games:

165×4 = 660

Then subtract 660 and 416 = 244

Therefore, 244 is the score on the fourth game

Q: In three bowling games Miguel scores 129 133 and 154 What score will Miguel need in a fourth game in order to have an average score of 165 for all four games?

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149

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16 points higher.

This question cannot be answered unless the bowling scores are provided.

seriously? alma.. :)

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To find the average, add all 5 scores together and divide the sum by 5. 120 + 144 + 143 + 111 + 167 = 685 and 685/5 = 137

Add all four of her game scores and divide by 4. 133 + 155 + 176 + 132 = 596 and 596/4 = 149.

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That's called scratch

to work out an average you add all the final game scores together and then divide this number by the number of games you added together.