Convert 37° S of W to the counter-clockwise from east convention. Express the direction as a counter-clockwise angle of rotation (in degrees) from due East. Tap in field to enter answer OR tap on icon to use built-in Number Pad. Use Key Pad to Enter er Te t en 4 5 6 1 2 Enter Enter Value
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- The height of a certain hill (in feet) is given by h(x, y) = 10 (2xy - 3 x^2 - 4y^2 -18x +28y + 12), where y isthe distance in miles (north), x the distance east of South Hadley, Massachusetts.a.) Where is the top of the hill located? b.) How high is the hill? c.)How steep is the slope (in feet per mile) at a point 1 mile north and one mile east of South Hadley? Inwhat direction is the slope steepest, at that point? d.) Make a contour map and a 3D plot of the area surrounding South Hadley, from 8 miles west to 4 mileseast, and 2 miles south to 8 miles north. Plot only positive heights on the 3D graph; use If to help yououtA Red Cross helicopter takes off from headquarters and flies 140 km in the direction 240° from North. It drops off some relief supplies, then flies 130 km at 285° from North to pick up three medics. If the helicoper then heads directly back to headquarters, find the distance and direction (rounded to one decimal place) it should fly. Distance a km Direction degrees from North Submit QuestionCapt. Bo Wing left his house to drive to the gym 12km East of his house. After working out, we went to fetch his son from school 8.0km, 77° W of S. He then went straight home after fetching his son. How far in total did he travel for the entire trip?
- Supply all missing information with the correct numerical values. Do not include the units. Round off all answers to two decimal places. Juanito is pulling a cart with 15.00-N force due 20.00 degrees North of West. Find a vector of equal length perpendicular to the force exerted by Juanito . Let the force exerted by Juanito be F. and the force perpendicular to that force be Fp. The vector F, makes an angle of degrees with respect to the positive x-axis. Subtracting 90 degrees from that standard angle, Fp should be due degrees north of east. Since we know that the magnitude of Fp is equal to that of F, and we also know the angle of Fp. we can calculate the components of Fp which results to: Fp=Supply all missing information with the correct numerical values. Do not include the units. Round off all answers to two decimal places. Juanito is pulling a cart with 15.00-N force due 20.00 degrees North of West. Find a vector of equal length perpendicular to the force exerted by Juanito Let the force exerted by Juanito be Fj, and the force perpendicular to that force be Fp. The vector F, makes an angle of degrees with respect to the positive x-axis. Subtracting 90 degrees from that standard angle, should be due degrees north of east Since we know that the magnitude of F is equal to that of F , and we also know the angle of F , we can calculate the components ofF which results to: J P' PSupply all missing information with the correct numerical values. Do not include the units. Round off all answers to two decimal places. Juanito is pulling a cart with 15.00-N force due 20.00 degrees North of West. Find a vector of equal length perpendicular to the force exerted by Juanito . Let the force exerted by Juanito be F, and the force perpendicular to that force be Fp. The vector F, makes an angle of degrees with respect to the positive x-axis. Subtracting 90 degrees from that standard angle, Fp should be due degrees north of east. Since we know that the magnitude of Fp is equal to that of F,and we also know the angle of Fp, we can calculate the components of Fp which results to: Î + =
- What is the number of nautical miles between place A (40°N, 90°W) and place B (50°S, 90°E)? n miWrite only the letter of the correct answer. From her house, Miya walks 30 m at E30°N. She then turns 50° on a clockwise direction and continues walking for 40m. She turned again at an angle of 80° clockwise and walked 60m. From her final position, if there is a way that Miya can walk straight to her house, at what angle will she turn? a) 47.39° b) 32.61° c) 74.93° d) 23.16° Your answerSupply all missing information with the correct numerical values. Do not include the units. Round off all answers to two decimal places. Juanito is pulling a cart with 15.00-N force due 20.00 degrees North of West. Find a vector of equal length perpendicular to the force exerted by Juanito . Let the force exerted by Juanito be , and the force perpendicular to that force be . The vector makes an angle of degrees with respect to the positive x-axis. Subtracting 90 degrees from that standard angle, should be due degrees north of east. Since we know that the magnitude of is equal to that of and we also know the angle of , we can calculate the components of which results to: = +
- 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 ,calculate how many nautical miles there are betw two points on n'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.)Express these numbers in scientific notation and identify the number of significant figures in each. A. 37.60 = , B. 0.00250 = , C. 103000 = , D. 3.141600 = ,5. A commuter airplane starts from an airport and takes the Route. The plane first flies to city A, located 175 km away in a direction 30.0° north of east. Next, it flies for 150. km 20.0° west of north, to city B. Finally, the plane flies 190. km due west, to city C. Find the location of city C relative to the location of the starting point.