Vondra and Mei are 6 meters apart.
<u>Step-by-step explanation:</u>
<u>From the given information, It can be known that</u> :
- Vondra is directly south of Mei ⇒ which forms the height of the triangle.
- Vondra is directly west of Yoshi ⇒ which forms the base of the triangle.
The distance between Vondra and Yoshi are 8 meters which is the base of the triangle. (Base= 8).
The distance between Yoshi and Mei are 10 meters which is the hypotenuse of the triangle. (hypotenuse= 10).
<u>To find the distance between Vondra and Mei which is the height of the triangle :</u>
From the Pythagorean triplets (3,4,5),
It is determined that the multiples of (3,4,5) = (6,8,10) forms the triangle in this particular case.
Therefore, the height is 6 meters. That is, the distance between Vondra and Mei is 6 meters.
Answer:
Step-by-step explanation:
Given two parametric equations 
and 
, the first derivative can be found using the following equation:
In this problem, 
and 
. Finding the derivative of each of these functions with respect to 
gives us the following:
Because , that means the function is a vertical line and has an infinite first derivative.
2 pounds = 0.907 kilogram according to Google
