Answer:
roughly one million times
Step-by-step explanation:
I searched it on the internet
Answer:
The height of the car at the end of the ride is 4 m above the ground level
Step-by-step explanation:
Let
h ------> the height of the car
1) The car starts at 1 meter above ground level
so
the height of the car in this moment is equal to
h=+1 m----> is positive because is above ground level
2) The car drops 4 meters
the height of the car in this moment is equal to
h=1-4=-3 m -----> is negative because is below ground level
3) The car rises 13 meters
the height of the car in this moment is equal to
h=-3+13=10 m ----> is positive because is above ground level
4) The car drops 6 meters
the height of the car in this moment is equal to
h=10-6=4 m -----> is positive because is above ground level
therefore
The height of the car at the end of the ride is 4 m above the ground level
93
Straight lines are equal to 180, therefore 180-56 gives you 124 for the opposite angle to x. Adding 56, 124 and 87 gives you 267. 360-267=93
Given the basis β={(1,−1,3),(−3,4,9),(2,−2,4)}β={(1,−1,3),(−3,4,9),(2,−2,4)} and x=(8,−9,6)x=(8,−9,6), I am to find the corresponding coordinate vector [x]β[x]β. I claim that the coordinate vectors entries x1,x2,x3x1,x2,x3 meet the following criterion:
x1(1,−1,3)+x2(−3,4,9)+x3(2,−2,4)=(8,−9,6)x1(1,−1,3)+x2(−3,4,9)+x3(2,−2,4)=(8,−9,6)This is equivalent to solving the augmented matrix
⎡⎣⎢1−13−3492−248−96⎤⎦⎥[1−328−14−2−93946]which is row equivalent to
⎡⎣⎢100−31020−18−10⎤⎦⎥