A temperature gauge reads 95° F. Which of the following is the correct conversion to degrees Celsius? (Note: ° C = 5/ g[° F -32])
A. 21° C
B. 35° C
c. 63° c
D. 113° C
C ° = ( 5 / 9 ) * ( F ° - 32 )
( 5 / 9 ) * ( 95 - 32 ) =
( 5 / 9 ) * 63 = 315 / 9 = 35 ° C
Well, let me put my funny hat on and help you out! The correct conversion from Fahrenheit to Celsius is given by the equation ° C = 5/ g(° F - 32). Let's plug in the temperature of 95° F and see which option is correct.
° C = 5/ g(95° F - 32)
After crunching some numbers, we get:
° C = 5/ g(63° F)
Now, let's evaluate our options:
A. 21° C - Nope, it's not 21° C.
B. 35° C - Nope, it's not 35° C either.
C. 63° C - Not a clown joke, 63° C is incorrect!
D. 113° C - Congratulations! You found the right answer! It is indeed 113° C!
So, the correct conversion from 95° F to degrees Celsius is D. 113° C. Stay cool, my friend!
To convert from Fahrenheit (°F) to Celsius (°C), you can use the formula °C = 5/9(°F - 32).
Given that the temperature gauge reads 95°F, let's substitute it into the formula:
°C = 5/9(95°F - 32)
Now let's calculate the conversion step-by-step:
°C = 5/9(63°F)
Simplifying further:
°C = 35°F
Therefore, the correct conversion to degrees Celsius is:
B. 35°C
To convert degrees Fahrenheit (°F) to degrees Celsius (°C), you can use the following formula:
°C = (°F - 32) * 5/9
Now, let's apply this formula to the given temperature of 95°F:
°C = (95 - 32) * 5/9
Calculating this equation, we find:
°C = 63.89
To round it to the nearest whole number, the correct conversion is:
C. 63°C