Use the formula *C=5/9 (*F-32) to find the Celsius temperature (*C) when the Fahrenheit (*F) is 212 *F.
The relation between the Celsius (c) and Fahrenheit (f) scales of temperature is given by :c=5/9(f-32). find f if (a)c is 40 and (b) is -40
Ah, Fahrenheit and Celsius, the dynamic duo of temperature! Now, let me unravel the mystery for you.
We have the given formula *C = 5/9 (*F - 32). To find the Celsius temperature when the Fahrenheit is 212 *F, we substitute *F = 212 into the equation.
*C = 5/9 (212 - 32)
Now, let's do some math! First, 212 - 32 is 180. So we have:
*C = 5/9 (180)
Do you have your clown wig on? Ready for some more numbers? Good, 5 divided by 9 is approximately 0.55555... (let's not forget that inexactitude is the spice of life!). Now, we multiply that by 180:
*C ≈ 0.55555... (180)
Calculating the result gives us approximately *C ≈ 100. Let's give a round of applause for Celsius, who reaches 100 when Fahrenheit is being a hotshot at 212! Bravo!
To find the Celsius temperature when the Fahrenheit temperature is 212°F, we can use the given formula:
C = (5/9) * (F - 32)
First, substitute the value of Fahrenheit temperature, which is 212°F, into the formula:
C = (5/9) * (212 - 32)
Now, simplify the equation:
C = (5/9) * (180)
Next, perform the multiplication:
C = (5 * 180) / 9
C = 900 / 9
C = 100
Therefore, when the Fahrenheit temperature is 212°F, the corresponding Celsius temperature is 100°C.
To find the celsius temperature, substitute 86 for F in the formula. Then, use the order of operations to simplify. Subtract 32 from 86. Then multiply 5 9 by 54 to get 30°C.
Replace the variable 'F' with the value 212.
C=5/9(212-32)
C=5/9(180)
C=100
On a side note, 212 degrees F is the boiling point of water which corresponds to 100 degrees Celsius.
C=5/9 (*F-32)
C = 5/9 (212-32)
C = 5/9 * 180
C = 900/9
C = 100