The tallest tree among the redwoods in the California forests measures 379.7 feet. The tallest tree among the mountain-ash species of Australia stands at 326.77 feet. What is the difference in height between the two trees?

Answer 1

To find the difference in height between the tallest redwood tree and the tallest mountain-ash tree, we can subtract the height of the mountain-ash tree from the height of the redwood tree.

The heights are:

• Tallest redwood tree: 379.7 feet
• Tallest mountain-ash tree: 326.77 feet

Now, we perform the subtraction:

\[ 379.7 , \text{feet} - 326.77 , \text{feet} = 52.93 , \text{feet} \]

The difference in height between the two trees is 52.93 feet.

Answer 2

52.93 feet

Answer 3

Yes, that's correct! The difference in height between the tallest redwood tree at 379.7 feet and the tallest mountain-ash tree at 326.77 feet is indeed 52.93 feet. If you have any more questions or need further assistance, feel free to ask!