25. Two straight jogging paths begin at a kiosk in a park. The angle between the two paths is 73°. Two runners leave the kiosk at the same time, each taking one of the paths. One person runs at the rate of 5 miles per hour; the other person runs at the rate of 6.2 miles per hour. After 30 minutes, how far apart are the runners? Round your answer to the nearer hundredth of a mile.

25. Two straight jogging paths begin at a kiosk in a park. The angle between the two paths is 73°. Two runners leave the kiosk at the same time, each taking one of the paths. One person runs at the rate of 5 miles per hour; the other person runs at the rate of 6.2 miles per hour. After 30 minutes, how far apart are the runners? Round your answer to the nearer hundredth of a mile.

Trigonometry (11th Edition)

11th Edition

ISBN:9780134217437

Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Chapter1: Trigonometric Functions

Section: Chapter Questions

Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.

See similar textbooks

Related questions

Q: A mother gazes out a second-floor window at her son playing at the playground. If the mother's eye…

A: The arrangement of mother's eye level, ground level and playground forms a right angles triangle.…

Q: Direction: Solve each triangle. (If answers are not exact, round off to the nearest hundredth.) C 2.…

A: As per the company's guidelines, we are supposed to answer only first three subparts. Kindly repost…

Q: 5. What kind of variation the equation, A=bh?

A: Given, the equation A=12bh

Q: You lay a ladder against a building window. The building makes a right angle to the ground. The…

A: The building is 30 feet tall and the distance from the bottom of the building to the bottom of the…

Q: 8. Jocelyn works in a lighthouse that is 90 m above sea level. She sees a boat at a bearing of 125°…

Q: A plane flew due north at 400 mph for 4 hours. A second plane, starting at the same point and at the…

Q: Find the value of x. 20 (3х-11)° OF 10 O G. 3 О Н. 9 O J. 17

Q: 3. Johanna and Noel are roofers. Do they agree? ● • Johanna measures roof pitch in degrees. She says…

A: We have to find whether Johanna and Noel agree or not using given data. Formulaes used:…

Q: . RE is an altitude of ARST. Find MN, NE, and RT. R 15 N M 15 13 T 18 E 10

A: From the diagram RE is an altitude of ∆RST.

Q: 5. A little girl is watching planes take off of the runway from a building's rooftop 400 meters away…

A: We will find the solution in the following step

Q: II. Solve. (Round to the nearest tenth of a degree.) 3.) The height of a flagpole is 12 % feet, and…

Q: Solve for the remaining sides and angles if possible (if not, answer "DNE" in all answer boxes). As…

Q: rooper is hidden 30 feet from a highway. One second after a truck the angle 0 between the highway…

Q: when the sun is at a certain angle in the sky, a 20-foot flagpole will cast a 16 foot shadow. How…

Q: IV. Solve. (Round to the nearest tenth of a degree.) 5.) A fishing boat leaves a marina and travels…

A: Absolute bearing is the clockwise angle between north and an object observed from the vessel. To…

Q: Alyssa rode hot-air balloons during the Christmas break. At one point, she saw Isabelle waving to…

A: According to the given problem , we have We need to find the value of h (height where Alyssa is…

Q: 1. Robert's kite is flying above a field at the end of 66m of string. If the angle of elevation to…

A: Given:

Question

25. Two straight jogging paths begin at a kiosk in a park. The angle between the two paths is 73°. Two
runners leave the kiosk at the same time, each taking one of the paths. One person runs at the rate of 5
miles per hour; the other person runs at the rate of 6.2 miles per hour. After 30 minutes, how far apart are
the runners? Round your answer to the nearer hundredth of a mile.
lyp
f12
f11
DDI
fg
f1o
fg
f6
La
&
6.
7
{
T.
Y
K
00

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Trending now

This is a popular solution!

Step by step

Solved in 2 steps with 1 images

SEE SOLUTION Check out a sample Q&A here

Similar questions

Q2. A man sitting at a height of 40 m on a tall tree on a small island in the middle of a river observes two poles directly opposite to each other on the two banks of the river and in line with the foot of tree. If the angles of depression of the feet of the poles from a point at which the man is sitting on the tree on either side of the river are 75° and 43°respectively. Find the width of the river.
Solve for y using trig ratios. (Round to the nearest whole number) 38 /56° y 21 32 68 ..
Question 4 Find the value of x. Round to the nearest whole number. 16 10
A Use the given information to solve each problem. Round your answers to the nearest whole number.
The ratio of the leg adjacent of a 30.0° angle to the hypotenuse is 0.87. A right triangle with an angle of 30.0° has a hypotenuse with a length of 10.56. What are the lengths of the legs? Round to the nearest hundreths. (2 decimal places.) 3 4 5 Next 星 1
Meet - avu-ayem-ouy O Meet - hqc-fqmn-ddc O https://meet.google. Brayden knows the distance from Earth to Pluto is 5.9 × 10° kilometers. He has learned that there is a new space shuttle under development that can travel at a speed of 28,000 kilometers per hour. Brayden is trying to determine how long in days it would take a space crew on this new shuttle to reach Pluto. His work is below. Note: 1 day = 24 hours. Step 1: Distance = RatexTime Step 2: time=dis tan ce rate 5.9x10° 2.8x104 Step 3: time = Step 4: time = 2.11 x 1013 hours 2.11x 103 hours I day 24 hours Step 5: time = 1 Step 6: time = 8.792 x 10" days Part A: Identify the step where Brayden made his error and explain what he did wrong. Part B: What is the correct answer to Brayden's problem. acer
APQR, side p = 244, side q = 233, and r = 177. What is m/Q to the nearest degree? A. 64.8 B. 64.9 C. 65.0 D. 65.1
Tristan spots a green hot air ballon due east from him at an angle of elevation of 25° at a festival. He turns due west and sees a blue hot air balloon at an angle of elevation of 60°. If the altitude of the green balloon is 345 meters, and the altitude of the blue balloon is 675 meters, and Tristan is 1.8 meters tall, find the 11. distance between the balloons. Round answer to nearest whole number. Show all work
An awning is used to shade a window of height 2m. It projects a distance d from the wall such that it completely shades the window when the sun is at its maximum angle of elevation. Use the following diagram to determine an expression for the distanced in terms of the angle x. a. 2 m b. If x =, how far must the awning project from the wall in order for the window to be covered? Round your answer to the nearest tenth.
A boy moves 4 miles south. Then he turns 90 degrees to the left. He moves forward 6 miles. He turns 90 degrees to the left. He moves forward 4 miles. How far is he now than from his starting point? (A) 4 miles (B) 3 miles (C) 6 miles (D) 5 miles
Martian and hector both dive from a boat to the location shown in the diagram. Find the distance between them. Round to the nearest foot?
Two ships leave a port at the same time. One travels at 18 mi/h in a direction N 32º E, and the other travels at 24 mi/h in a direction S 42º E. How far apart are the two ships after 1 hour? Solve. Show work and draw the triangle. Give answers to nearest hundredth.