Given parameters:
Elevation of Town M = 282ft
Elevation of Town R = 679ft
Unknown:
How much higher is Town R than M = ?
Solution:
Town M lies below the sea level whereas Town R is above the sea level.
Graphically:
Town R 679ft
↑
↑
↑
↑
↔↔↔ Sea level
↓
↓
Town M 282ft
Town R is 282ft + 679ft higher than Town M = 961ft
Answer: The width is 10cm and the length is 24cm :)
Step-by-step explanation:
The answer is c for the question, because the lower the number that is multiplied by x, the flatter is is and the higher b is, the higher it is on the axis
Answer:
9.6 m
Step-by-step explanation:
The horizontal distance to the tree, the height of thr tree above 1.6 m, and the direct line of vision to the top of the tree form a right triangle.
The distance to the tree is the adjacent leg.
The height of the tree above 1.6 m is the opposite leg.
tan Θ = opp/adj
tan 48° = opp/7.2
opp = 7.2 m × tan 48°
opp = 8.0 m
Now we add the length of the opposite leg of the triangle to her height.
height = 8.0 m + 1.6 m
height = 9.6 m