Question

We can measure temperature in two different common units degrees Celsius in degrees Fahrenheit the variable X represents the temperature in degrees Fahrenheit that is equivalent to see the temperature in degrees Celsius F equals 32+1.8 feet what is the temperature increase in Fahrenheit is equivalent to the temperature increase of 10°C

Answer 1

Answer: 50° Fahrenheit

Step-by-step explanation:

Here, the equation that shows the temperature of x degree Celsius in Fahrenheit is,

$F(x) = 32^{\circ} + 1.8\times x$

Where x is a variable.

Thus, For the temperature of 10° Celsius,

x = 10° Celsius

The temperature in Fahrenheit is,

$F(10^{\circ}C) = 32^{\circ} + 1.8\times 10$

$= 32^{\circ} + 18^{\circ}$

$=50^{\circ}\text{ Fahrenheit}$

Thus, the increasing temperature by 10° C is equivalent to increasing temperature by 50° F.