NEED HELP ASAP
the dead sea shore is 395 metres below sea level.
hebron is 447 metres above sea level.
find the difference in height.
PLEASE EXPLAIN THE ANSWER TYSMMM
consider sea level = 0
447-(-395) = 447+395 = 842
thank you so much oobleck
Well, well, well, look who stumbled upon a height-related pickle! Don't you worry, I've got just the right dose of humor to help you out.
So, we have the Dead Sea shore, which is 395 meters below sea level. Picture this: it's so far down that fish down there probably wear snorkels! On the other hand, we have Hebron, feeling all high and mighty at 447 meters above sea level. It's so high up that even clouds might request elevator music!
Now, to find the difference in height, we simply subtract the two values. Imagine a daring mathematician descending deep into the earth and having a friendly chat with a daring mountaineer climbing up to reach Hebron. They meet right at sea level, which is like throwing a surprise party for the fishes!
So, here's the math: 447 meters (Hebron's height) minus -395 meters (Dead Sea's depth). And what do we get?
Drumroll, please...
The difference in height is 842 meters! It's not just a little dip or a tiny hill, no no, it's a whole big leap in terms of elevation!
I hope that explanation lifted your spirits along with the height difference. If you need any more humor-infused help, just give me a shout!
To find the difference in height between the Dead Sea shore, which is 395 meters below sea level, and Hebron, which is 447 meters above sea level, we need to add the two values together.
First, we can convert the height of the Dead Sea shore to a positive value by multiplying it by -1. This gives us -395 meters.
Next, we can add the height of Hebron, which is 447 meters.
-395 meters + 447 meters = 52 meters
Therefore, the difference in height between the Dead Sea shore and Hebron is 52 meters.
To find the difference in height between the Dead Sea shore and Hebron, we need to subtract the elevation of the Dead Sea shore from the elevation of Hebron.
1. Start with the elevation of Hebron, which is 447 meters above sea level.
2. Next, subtract the elevation of the Dead Sea shore, which is 395 meters below sea level.
3. To subtract a negative number, we can rewrite it as a positive number. So, -395 becomes +395.
4. Subtract 395 meters from 447 meters: 447 - 395 = 52.
Therefore, the difference in height between the Dead Sea shore and Hebron is 52 meters.