North Pole equator South Pole The sketch is a cross section through the earth, showing two points that have a difference in latitude of angle 0. The mean radius R of the earth is 6.371 × 10°meters. A nautical mile is defined as 1852 meters exactly. Using these data, calculate how many nautical miles there are between two points on the earth's surface that have the same longitude but have latitudes that differ by 1.000 degree. (Just in case: the definition of angle, in radians, is the arc of a circle it subtends divided by the radius of the circle. A circle is 27 radians or 360°.) There are =, nautical miles between two points with latitudes differing by 1.000°. (Enter your answer as a number, without exponents and without units, but with appropriate significant figures.)

North Pole equator South Pole The sketch is a cross section through the earth, showing two points that have a difference in latitude of angle 0. The mean radius R of the earth is 6.371 × 10°meters. A nautical mile is defined as 1852 meters exactly. Using these data, calculate how many nautical miles there are between two points on the earth's surface that have the same longitude but have latitudes that differ by 1.000 degree. (Just in case: the definition of angle, in radians, is the arc of a circle it subtends divided by the radius of the circle. A circle is 27 radians or 360°.) There are =, nautical miles between two points with latitudes differing by 1.000°. (Enter your answer as a number, without exponents and without units, but with appropriate significant figures.)

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

Consider another formula to estimate someone's height based on foot length: foot length (in inches) X 6.54 = height (in inches) Use this formula to calculate your own height: Your height based on this formula: inches. Your actual height = inches. Is this a more accurate mathematical relationship between foot size and height? Explain why or why not.
The measurements of the base and altitude of a triangle are found to be 32 and 56 centimeters, respectively. The possible error in each measurement is 0.25 centimeter. Use differentials to approximate the possible propagated error in computing the area of the triangle. (Round your answer to two decimal places.) cm2 Submit Answer View Previous Question Question 7 of 7 Home My Assignmen + Request Extension P Type here to search 1:17 PM 29°C 11-Oct-21 asus-COLLECION esc 17 1946 no2 12A prt sc delete %23 96 & 7. sk 21 4. 6. 8. 9. backspace tab R Y. caps lock- F G K enter shift C. V shift in pgup In e esc ctrl fn alt alt ctrl podn HI 5. LLJ S'
In the following calculations, be sure to express the answer in standard scientific notation with the appropriate number of significant figures. 6.487 × 104 m2/4.8936 × 102 m
A new unit of measurement for long distances is introduced by superheroes into the scientific community. Convert 8.5 starks into feet. 115 stark = 29 Kent EXACT 13 Kent = 35 feet EXACT
Run up a flight of stairs as fast as you can, measure the time it takes and the height of one stair, and count the number of stairs. If you don't know your weight, measure that too. These measurements need not have three significant digits, but the calculated values do. Recall that 1 inch is about 2.54 centimeters, and 2.2 pounds is the weight of about 1 kg of mass.weight = 148.5 poundstime = 1.66 sheight of one stair = 18.5 cm, number of stairs = 12a. What is your power while running up stairs? Include units in your answer. b. The human body has an efficiency of about 28 percent. If you could maintain this stair-climbing pace around the clock, you could consume how many calories of food energy each day and not gain weight? (1 food calorie = 4186 joules)
Write the names of two length units less than a metre. Describe their connection with the metre.
(Module 3 Page Write en mumiber in scientific notation. Order of Magnitude Estimates. Make order of magnitude estimates of the following quantities. Explain the assumptions you use in your estimates. The amount of water you drink in a year. (Modul
I need help with knowing what to cirlce. The " increases decreases" part.
North Pole equator South Pole The sketch is a cross section through the earth, showing two points that have a difference in latitude of angle 0. The mean radius R of the earth is 6.371 x 10°meters. A nautical mile is defined as 1852 meters exactly. Using these data, calculate how many nautical miles there are between two points on the earth's surface that have the same longitude but have latitudes that differ by 1.000 degree. (Just in case: the definition of angle, in radians, is the arc of a circle it subtends divided by the radius of the circle. A circle is 2n radians or 360°.) There are = nautical miles between two points with latitudes differing by 1.000°. (Enter your answer as a number, without exponents and without units, but with appropriate significant figures.)
Express the following in scientific notation(in SI Unit). 430000km 0.0000036 microseconds
3. Challenge: Select Distance again from the Conversion menu. Use the conversion factors on the tiles to calculate how many miles, yards, feet, and inches are in 1 meter. Next, use the Mass and Volume conversion tiles to determine how many pounds and ounces are in a gram and how many gallons are in a liter. Quantity Metric base unit U.S. unit equivalent miles yards Distance 1 meter = feet inches pounds Mass 1 gram = ounces Volume 3.78 gallons 1 liter =
Choose the letter of the correct answer. 1) The length of a table is 120.5 cm. Which of the following sets of measurement represents the value with good accuracy? a)118.6 cm, 117.6 cm, 119.6 cm, 117.2 cm b)118.8 cm, 119.0 cm, 119.2 cm, 118.8 cm c)119.3 cm, 119.2 cm, 118.6 cm, 118.7 cm d)120.2 cm, 120.5 cm, 120.3 cm, 120.1 cm 2) Aria and Jessi determined the mass of an object on two different balances. The accepted mass of the object was 2.355 g. Vivz obtained the following values: 2.531 g, 2.537 g, 2.535 g, and 2.533 g. Kenny obtained the values of 2.350 g, 2.404 g, 2.296 g, and 2.370 g. Which statement best describes the results that were obtained by Vivz and Kenny? a) Aria obtained the better precision. b) Aria obtained the better accuracy. c) Jessi obtained the better accuracy. d) Jessi obtained the better precision.