PLS HELP!!! The snowy tree cricket is sometimes called the temperature cricket because the frequency of its chirps varies based on

Question

PLS HELP!!! The snowy tree cricket is sometimes called the temperature cricket because the frequency of its chirps varies based on the temperature. The number of snowy tree cricket chirps per minute is 148 less than 4 times the outside temperature in degrees Fahrenheit. The equation x=4f-148 relates the number of chirps per minute x and the outside temperature in degrees Fahrenheit f. What is the change in chirps per minute for each increase in temperature by 1 degree​ Fahrenheit? Explain your answer.

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Kiệt Gia 2 weeks 2023-01-24T06:46:20+00:00 2 Answers 0 views 0

Answers ( 2 )

    0
    2023-01-24T06:47:20+00:00
    Answer:
    Step-by-step explanation:
    62 degrees Fahrenheit
    Step-by-step explanation:
    The number of snowy tree cricket chirps per minute is 148 less than 4 times the outside temperature in degrees Fahrenheit.
    Let x = number of chirps
    f = temp in Fahrenheit
    x =  4f -148
    Now let x = 100
    100 = 4f-148
    Add 148 to each side
    100+148 = 4f-148+148
    248 = 4f
    Divide each side by 4
    248/4 = 4f/4
    62=f

    0
    2023-01-24T06:47:43+00:00
    The changes in chirps per minute for each increase in temperature by 1 degree​ Fahrenheit will be 252.

    What is the equation?

    An equation is a statement that two expressions, which include variables and/or numbers, are equal. In essence, equations are questions, and efforts to systematically find solutions to these questions have been the driving forces behind the creation of mathematics.
    It is given that, a snowy tree cricket makes 148 chirps per minute, which is less than four times the ambient temperature in Fahrenheit.
    x=4f-148
    Suppose x,f be the number of chirps and temperature in Fahrenheit
    x =  4× 1 -148
    Suppose the number of chirps is 100.
    x = 4(100)-148
    x =400 – 148
    x = 252
    100+148 = 4f-148+148
    248 = 4f
    f =248 / 4
    f = 62
    Thus, the changes in chirps per minute for each increase in temperature by 1 degree​ Fahrenheit will be 252.
    Learn more about the equation here,
    #SPJ2

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