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The holes cut in a roof for vent pipes require elliptical templates. A formula for determining the length of the major axis of the ellipse is given by L = f(H,D)=√H² + D², where D is the (outside) diameter of the pipe and H is the "rise" of the roof per D. units of "run"; that is, the H (See the figure to the right.) The width of the ellipse (minor axis) equals D. Find the length and width of the ellipse D slope of the roof is el 2. 1 required to produce a hole for a vent pipe with a diameter of 3.50 in. in roofs with slope The length is in. and the width is in. (Type integers or decimals rounded to two decimal places as needed.) Roof line -D

The holes cut in a roof for vent pipes require elliptical templates. A formula for determining the length of the major axis of the ellipse is given by L = f(H,D)=√H² + D², where D is the (outside) diameter of the pipe and H is the "rise" of the roof per D. units of "run"; that is, the H (See the figure to the right.) The width of the ellipse (minor axis) equals D. Find the length and width of the ellipse D slope of the roof is el 2. 1 required to produce a hole for a vent pipe with a diameter of 3.50 in. in roofs with slope The length is in. and the width is in. (Type integers or decimals rounded to two decimal places as needed.) Roof line -D

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
Problem 1DE
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The holes cut in a roof for vent pipes require elliptical templates. A formula for determining the length of the major axis of the ellipse is given by L= f(H,D)= √H² + D², where D is the (outside) diameter of the pipe and H is the "rise" of the roof per D. units of "run"; that is, the H (See the figure to the right.) The width of the ellipse (minor axis) equals D. Find the length and width of the ellipse D slope of the roof is > E lel 2. 1 required to produce a hole for a vent pipe with a diameter of 3.50 in. in roofs with slope 4 and-a (9x The length is in. and the width is in. (Type integers or decimals rounded to two decimal places as needed.) tudent lculus ( funct f(x.y)= urses lec d the Ge x-x0) + fy at the point (...) Roof line -D Next 4:08 AM 7/15/2022
Transcribed Image Text:The holes cut in a roof for vent pipes require elliptical templates. A formula for determining the length of the major axis of the ellipse is given by L= f(H,D)= √H² + D², where D is the (outside) diameter of the pipe and H is the "rise" of the roof per D. units of "run"; that is, the H (See the figure to the right.) The width of the ellipse (minor axis) equals D. Find the length and width of the ellipse D slope of the roof is > E lel 2. 1 required to produce a hole for a vent pipe with a diameter of 3.50 in. in roofs with slope 4 and-a (9x The length is in. and the width is in. (Type integers or decimals rounded to two decimal places as needed.) tudent lculus ( funct f(x.y)= urses lec d the Ge x-x0) + fy at the point (...) Roof line -D Next 4:08 AM 7/15/2022
TV ph The holes cut in a roof for vent pipes require elliptical templates. A formula for determining the length of the major axis of the ellipse is given by L = f(H,D)=√H² + D², where D is the (outside) diameter of the pipe and H is the "rise" of the roof per D. units of "run"; that is, the H (See the figure to the right.) The width of the ellipse (minor axis) equals D. Find the length and width of the ellipse D 1 required to produce a hole for a vent pipe with a diameter of 3.50 in. in roofs with slope 4 slope of the roof is 7> alel 12. s-and-a 0(9x The length is in. and the width is in. (Type integers or decimals rounded to two decimal places as needed.) student Calculus he funct Lion f(x.y)= courses lec nd the Ge 0)(x-x0) + fy 2 at the point... O L Roof line L Next D 4:08 AM 7/15/2022
Transcribed Image Text:TV ph The holes cut in a roof for vent pipes require elliptical templates. A formula for determining the length of the major axis of the ellipse is given by L = f(H,D)=√H² + D², where D is the (outside) diameter of the pipe and H is the "rise" of the roof per D. units of "run"; that is, the H (See the figure to the right.) The width of the ellipse (minor axis) equals D. Find the length and width of the ellipse D 1 required to produce a hole for a vent pipe with a diameter of 3.50 in. in roofs with slope 4 slope of the roof is 7> alel 12. s-and-a 0(9x The length is in. and the width is in. (Type integers or decimals rounded to two decimal places as needed.) student Calculus he funct Lion f(x.y)= courses lec nd the Ge 0)(x-x0) + fy 2 at the point... O L Roof line L Next D 4:08 AM 7/15/2022
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