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A booklet gives the following instructions for measuring the area of an irreqularly shaped region. (within 5% accuracy) Measure a long (L) axis of the area. Every 10 feet along the length line, measure the width at right angles to the length line. Total widths and multiply by 10. Area = (A,A, +B,B, + C,C, etc.) x 10 A- (40' + 60' + 32') × 10 A=132'x10 A=1320 square feet How does this method relate to the discussion of calculating area? sts itents Choose the best answer below. A. This method is similar to using an infinite sum to calculate the area by breaking the shape into infinitesimal slices and adding them together. Ecess OB. This method is similar to using integration The difference in widths can be used to approximate a function that outlines the area, then integrate each section from 0 to 10 ft. Librar ptlons OC This method is similar to using approximating rectangles to estimate thei area under a curve The measurements provide the helghts of the rectangles and each rectangle has a widtn of 10 ft.

A booklet gives the following instructions for measuring the area of an irreqularly shaped region. (within 5% accuracy) Measure a long (L) axis of the area. Every 10 feet along the length line, measure the width at right angles to the length line. Total widths and multiply by 10. Area = (A,A, +B,B, + C,C, etc.) x 10 A- (40' + 60' + 32') × 10 A=132'x10 A=1320 square feet How does this method relate to the discussion of calculating area? sts itents Choose the best answer below. A. This method is similar to using an infinite sum to calculate the area by breaking the shape into infinitesimal slices and adding them together. Ecess OB. This method is similar to using integration The difference in widths can be used to approximate a function that outlines the area, then integrate each section from 0 to 10 ft. Librar ptlons OC This method is similar to using approximating rectangles to estimate thei area under a curve The measurements provide the helghts of the rectangles and each rectangle has a widtn of 10 ft.

Algebra: Structure And Method, Book 1
Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter4: Polynomials
Section4.10: Problems Without Solutions
Problem 14P
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A booklet gives Ihe following Instructions for measuring the area of an iregularly shaped region. (within 5% accuracy) Measure a long (L) axis of the area. Every 10 feet along the length line, measure the width at right angles to the length line. Total widths and multiply by 10. Area = (A,A, +B,B, + C,C, etc.) x 10 A= (40 +60 + 32) × 10 A=132'x10 A-1320 square feet How does this method relate to the discussion of calculating area? sts itents Choose the best answer below, cess A. This method is similar to using an infinite sum to calculate the area by breaking the shape into infinitesimal slices and adding them together. OB. This method is similar to using integration The difference in widths can be used to approximate a function that outlines the area, then.integrate each section from 0 to 10 ft. Librar ptions OC This method is similar to using approximating rectangles to estimate the area under a curve. The measurements provide the heights of the rectangles and each rectangle has a widtn of 10 ft.
Transcribed Image Text:A booklet gives Ihe following Instructions for measuring the area of an iregularly shaped region. (within 5% accuracy) Measure a long (L) axis of the area. Every 10 feet along the length line, measure the width at right angles to the length line. Total widths and multiply by 10. Area = (A,A, +B,B, + C,C, etc.) x 10 A= (40 +60 + 32) × 10 A=132'x10 A-1320 square feet How does this method relate to the discussion of calculating area? sts itents Choose the best answer below, cess A. This method is similar to using an infinite sum to calculate the area by breaking the shape into infinitesimal slices and adding them together. OB. This method is similar to using integration The difference in widths can be used to approximate a function that outlines the area, then.integrate each section from 0 to 10 ft. Librar ptions OC This method is similar to using approximating rectangles to estimate the area under a curve. The measurements provide the heights of the rectangles and each rectangle has a widtn of 10 ft.
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