AI-Verified Solution
12 views
A tree is 40 ft above the ground at its highest point and its roots extend 15 ft below the ground. What is the distance from the top of the tree to the deepest part of its roots?
Answer
The distance from the top of the tree to the deepest root is 55 ft. This is because the top is 40 ft above ground and the deepest root is 15 ft below ground, so the total vertical distance is $40+15=55$ ft.
Explanation
What the question is really asking
You are finding one straight up-and-down distance that goes from a point above ground to a point below ground.
Represent the heights relative to ground level
Treat ground level as $0$.
- Top of the tree: $+40$ ft
- Deepest root: $-15$ ft
Compute the distance between the two points
Distance on a number line is the difference between the values: $$|40 - (-15)| = |55| = 55$$
So the top-to-root distance is $55$ ft.
Want a deeper explanation? Ask our AI 👇
Skills You Achive
integers
absolute value
distance on a number line
Related Questions
- Type of Data: Water Intake (L/day) From Cows
- Incenter Angle Bisector Problem: Find m∠BCP
- Evaluate $h(-1)$ for $h(x)=-5x^3+x+2$
- Probability a Batch Is Accepted (3 Tested, 0 Failures)
- Conditional Probability From a Gender-Carrier Table
- Plot car value graph: £500 loses £80 per month
- Percentage and Cumulative Percentages for Water Intake
- Car value decreases by £80 per month (table values)
Comments (0)
Please to leave a comment.