in no less than three sentences each, answer the following: 1. In words, explain the process of computing for areas of regions bounded by curves. 2. Other than using definite integrals, can you think of how else can the cost of paint be estimated? Illustrate. 3. Why is it necessary to first estimate the cost before painting? Explain.

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter9: Polynomial And Rational Functions
Section9.4: Graphing Polynomial Functions
Problem 43PS
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Question
If 1 square unit = 10 square meters, then 4.67 square units = 46.70 square meters.
To compute the cost of paint:
46.70 square meters + 13.33 square meters x Php 200 - Php 700.67
The cost of a single design is approximately Php 700.67.
Reflection
In no less than three sentences each, answer the following:
1. In words, explain the process of computing for areas of regions bounded by curves.
2. Other than using definite integrals, can you think of how else can the cost of paint be estimated?
Illustrate.
3. Why is it necessary to first estimate the cost before painting? Explain.
Transcribed Image Text:If 1 square unit = 10 square meters, then 4.67 square units = 46.70 square meters. To compute the cost of paint: 46.70 square meters + 13.33 square meters x Php 200 - Php 700.67 The cost of a single design is approximately Php 700.67. Reflection In no less than three sentences each, answer the following: 1. In words, explain the process of computing for areas of regions bounded by curves. 2. Other than using definite integrals, can you think of how else can the cost of paint be estimated? Illustrate. 3. Why is it necessary to first estimate the cost before painting? Explain.
A sizeable bare building wall serves as a backdrop for a famous night food market in Bonifacio Global
City. To attract more customers, the owners of the market decided to decorate the wall. You are a painter
who is renowned for designing regions bounded by curves. You were hired by the market owners to
propose a geometric pattern design and estimate the cost of paint, which will be used. You will present
your design and computations to the market owners. Your output will be subject to approval based on the
criteria: illustration and complexity of design, accuracy, and exactness of solutions, and report and over-
all presentation.
Perform the following:
1. State your proposed functions and graph.
The region bounded by the two functions f:y = 0 and
g: y=x +1 has the domain D: {x|0<x<2}.
4
a= 4.67
2. Solve for the area of the region bounded by the two
functions.
The area of the region bounded by fand g is
14
== 4.67 square units
3
3. If 1 square unit = 10 square meters and 1 liter of paint that costs Php 200.00 can cover 13.33
square meters, exactly how much paint will be needed to render a single design on the wall?
Transcribed Image Text:A sizeable bare building wall serves as a backdrop for a famous night food market in Bonifacio Global City. To attract more customers, the owners of the market decided to decorate the wall. You are a painter who is renowned for designing regions bounded by curves. You were hired by the market owners to propose a geometric pattern design and estimate the cost of paint, which will be used. You will present your design and computations to the market owners. Your output will be subject to approval based on the criteria: illustration and complexity of design, accuracy, and exactness of solutions, and report and over- all presentation. Perform the following: 1. State your proposed functions and graph. The region bounded by the two functions f:y = 0 and g: y=x +1 has the domain D: {x|0<x<2}. 4 a= 4.67 2. Solve for the area of the region bounded by the two functions. The area of the region bounded by fand g is 14 == 4.67 square units 3 3. If 1 square unit = 10 square meters and 1 liter of paint that costs Php 200.00 can cover 13.33 square meters, exactly how much paint will be needed to render a single design on the wall?
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