Respuesta :
So you've gotta have a variable representing the number of seconds between the time when you see lightning and the time when you hear thunder. I'm going to use x.
So equation:
x/5=2
Solving:
you have to multiply both sides by five, so it becomes:
x = 10
so it's 10 seconds!
So equation:
x/5=2
Solving:
you have to multiply both sides by five, so it becomes:
x = 10
so it's 10 seconds!
The number of seconds that should be determined for a thunderstorm is 10 seconds.
Let us assume the number of seconds be x.
So, the equation should be
[tex]2 = \frac{x}{5}\\\\[/tex]
Now multiply by 5 on both the sides
So,
[tex]2\times 5 = \frac{x}{5} \times 5[/tex]
10 = x
So,
x = 10 seconds
Therefore we can conclude that The number of seconds that should be determined for a thunderstorm is 10 seconds.
Learn more about the thunderstorm here: brainly.com/question/484137