Find equations of both the tangent lines to the ellipse x² + 9y² = 81 that pass through the point (27, 3). smaller slope y = larger slope y = Submit Answer -/3 Points] DETAILS MY NOTES SCALCET9 3.5.067. The figure shows a lamp located three units to the right of the y-axis and a shadow created by the elliptical region x² + 4y² ≤ 5. If the point (-5, 0) is on the edge of the shadow, how far above the x-axis is the lamp located? units 3 x²+4y²=5 Find the derivative of the function. h(x) = h'(x) = Submit Answer 6 Points] sin-1(x) DETAILS MY NOTES You are standing in the Uffizzi gallery admiring a painting by Botticelli. The painting is huge, and your viewing location is pictured below; all measurements are in meters. 10 3 (a) If x is the your distance from the wall holding the painting, find a function A(x) that computes the angle a in the picture; A(x)= (b) Find the rate of change with respect to x of the angle a when you are at the location x (c) Find the rate of change with respect to x of the angle a when you are at the location x=4 m. (Exact answer.) (d) Find the rate of change with respect to x of the angle a when you are at the location x=13 m. (Exact answer.) (e) Find the location where the rate of change with respect to x of the angle a is zero (f) When you are standing at the location to maximize a, what is the value of a? m.(Exact answer.) (Radians to three decimal places.)
Find equations of both the tangent lines to the ellipse x² + 9y² = 81 that pass through the point (27, 3). smaller slope y = larger slope y = Submit Answer -/3 Points] DETAILS MY NOTES SCALCET9 3.5.067. The figure shows a lamp located three units to the right of the y-axis and a shadow created by the elliptical region x² + 4y² ≤ 5. If the point (-5, 0) is on the edge of the shadow, how far above the x-axis is the lamp located? units 3 x²+4y²=5 Find the derivative of the function. h(x) = h'(x) = Submit Answer 6 Points] sin-1(x) DETAILS MY NOTES You are standing in the Uffizzi gallery admiring a painting by Botticelli. The painting is huge, and your viewing location is pictured below; all measurements are in meters. 10 3 (a) If x is the your distance from the wall holding the painting, find a function A(x) that computes the angle a in the picture; A(x)= (b) Find the rate of change with respect to x of the angle a when you are at the location x (c) Find the rate of change with respect to x of the angle a when you are at the location x=4 m. (Exact answer.) (d) Find the rate of change with respect to x of the angle a when you are at the location x=13 m. (Exact answer.) (e) Find the location where the rate of change with respect to x of the angle a is zero (f) When you are standing at the location to maximize a, what is the value of a? m.(Exact answer.) (Radians to three decimal places.)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.3: Hyperbolas
Problem 35E
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