Question

(06.07 MC) Cuba está a 30 grados Celsius; en España son ________ grados Fahrenheit. ¡Hace buen tiempo!

Answer 1

Answer:

86$^{0}F$

Explanation:

The temperature at Cuba is $30^{0}$C, the equivalent temperature at Spain in Fahrenheit can be determined by:

θ$^{0}F$ = $\frac{9}{5}$ θ$^{0}C$ + 32

Where θ$^{0}F$ is the value of the temperature in Fahrenheit and θ$^{0}C$ is the given value of temperature in Celsius.

But, θ$^{0}C$=  $30^{0}$C

So that;

θ$^{0}F$ =  $\frac{9}{5}$ × 30 + 32

      = 54 + 32

      = 86

The temperature is 86$^{0}F$ in Spain.

Answer 2

Answer:

86° F

Explanation:

The sentence means:

In Cuba, it is 30 degrees Celsius; in Spain it is ______ grados Fahrenheit. ¡That's good weather!

*Or at least that's what I think it means, oof*

So the question is, how many degrees Fahrenheit are in 30 degrees Celsius?

You can refer to the chart mentioned in that specific lesson. If you don't have access, look to the one mentioned below! ↓↓↓

In addition to that... the formula for converting celsius into Fahrenheit looks like this:

(°C * 9/5) + 32 = °F

For the other way around (Fahrenheit to Celsius), the formula is like this:

(°F − 32) × 5/9 = °C

If you will notice, the two equations are basically inverses of each other -- this should help you understand it better :)

#SpreadTheLove<3