Mathematics, 18.07.2019 07:00, kvngnick
The maximum afternoon temperature in a city might be modeled by t = 60 - 30cos(xπ/6) where t represents the maximum afternoon temperature in month, x, with x = 0 representing january, x = 1 representing february, and so on. describe how to find the maximum temperature in april and state what this would be. how would you have to change the model if the maximum temperature in april, due to global warming, starts rising
Answers: 1
Mathematics, 21.06.2019 21:40, Fangflora3
The sides of a parallelogram are 24cm and 16cm. the distance between the 24cm sides is 8 cm. find the distance between the 16cm sides
Answers: 3
The maximum afternoon temperature in a city might be modeled by t = 60 - 30cos(xπ/6) where t represe...
Mathematics, 02.12.2020 17:10
Mathematics, 02.12.2020 17:10
Mathematics, 02.12.2020 17:10