It has been discovered that a certain cornfield created in the 18th-century was a right triangle. One leg of the triangle was f ormed by a 210 ft long walking trail. The hypotenuse of the triangle was 90 ft longer than the other leg. What were the dimensions of the cornfield?
1 answer:
Explanation:
Given that,
Let ABC is a triangle such that AB is perpendicular distance, BC is base and AC is the hypotenuse of triangle.
Let AB = 210 ft
AC = 90 + x
BC = x
To find :
The dimensions of the cornfield.
Solution :
Pythagoras theorem is used to find the value of x. It is given by :
On solving the above equation we find the value of x, x = 200 ft
So, BC = 200 ft
AC = 90 + 200 = 290 ft
So, the length, base and the hypotenuse of the triangle is 210 ft, 200 ft and 290 ft respectively.
You might be interested in
Answer:
B
Explanation:
lakes are too big or large
Jack and Jessica are in unhealthy relationships
Because its belong to space
12. 12m / 1 sec =12•30s=360 total tance he travels was 360 Miles
Answer:
Inference
Explanation:
He is guessing that the power is out due to the fact that the light isn't turning on. However, we don't know if the power is really out or not, it could just be a broken light.