Answer:
The shortest distance (air line) between Canada and Texas is 3,289.79 km. The shortest route between Canada and Texas is 4,435.43 km according to the route planner. The journey time is approximately 53h 15min.
Step-by-step explanation:
The equation that represents that line is
y=2/3x+5.
First, you have to find the slope (the change of y over the change of x which here is 2/3. Then, you put one of the points in and solve. I used (3,7) When you input them into the equation, you get 7=2/3 (3)+_ Which gives you 7=2+_ .
5+2 is seven, so the blank is 5. So, when you do that, you get Y=2/3x+5.
If you need more of an explanation, comment. The answer is the second one
Hopes this helps :)
Hang on one second and i’ll answer
Percent is simply /100, so the fraction would be 450/100. Divide both top and bottom and you will get 9/2, or 4 1/2
