A meteorologist forecasted that Monday's high temperature would be 76°F. On Monday, the temperature reached 80°F. What is the percent error in the meteorologist's forecast for Monday?

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Step-by-step explanation:5 % error I just did the quiz on I ready

The percent error in the meteorologist's forecast for Monday = 5%

Calculation of percentage error

The temperature forecasted( experimental value) for Monday is = 76°F

The actual temperature for Monday( actual value) = 80°F

Therefore, the temperature difference = 80 - 76 = 4°F

The percentage error=

[tex]\%error = 100 \times \frac{accepted - experimental \: value}{accepted \: \: value} [/tex]

%errors = 4/80

= 0.05 × 100

= 5%

Therefore, the percent error in the meteorologist's forecast for Monday = 5%

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