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Laura’s bowling five games. Her first four scores for 146, 135, 113, and 126. End up with an average score of at least 132.4, what is the lowest score of Laura will need in the fifth game?
Raegan Cockrell
423%2BS=600
Solve that to complete the problem.
Let +x+ = her 5th score
[ average of scores ] = [ total of scores] / [ number of games ]
+120+=+%28+115+%2B+84+%2B+123+%2B+101+%2B+x+%29+%2F+5+
+600+=+115+%2B+84+%2B+123+%2B+101+%2B+x+
+600+=+423+%2B+x+
+x+=+600+-+423+
+x+=+177+
The lowest score Laura will
need in the fifth game is 177
Evan
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Given that Evelina's bowling scores were 133 155 176 and 132 find her average score The rule for calculating the average of a set of scores is Average Score equals Sum of Scores Number of Scores?
149
Given that Evelina's bowling scores were 133 155 176 and 132 find her average score The rule for calculating the average of a set of scores is Average Score equals Sum of ScoresNumber of Score?
149
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