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Question
angela started walking in march and kept track of how many miles she walked each month. in april, she walked 8 more miles than in march. in may, she increased the number of miles she walked in april by 50% and walked 42 miles. what does m = 20 represent in this situation? angela walked 20 miles in march. angela walked 20 miles in april. angela walked 20 miles total.
We know from the problem that Angela started walking in March, and \( m = 20 \) is related to the miles she walked in a month. The problem states she walked 8 more miles in April than March, and then had a 50% increase in May. So \( m = 20 \) should represent the miles she walked in March because April's miles are based on March (8 more), and May's on April. The other options: April can't be 20 since April is 8 more than March, and total miles would be more than 20 (March + April + May).
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Angela walked 20 miles in March.