Question 7 The following problem's solution has a mistake. a. On what row does the mistake occur? Justify your answer. Select the "Insert" drop-down option in the menu below and use "V Equation" to type your answer when you need to incorporate symbols, equations, or other math expressions. Problem: Convert the following equation to standard form: 5x² – 12y + 30x + 144y – 447 = 0 Solution: Row 1: 5x2 + 30x – 12y² + 144y = 447 Row 2: 5 (x² + 6x) – 12 (y² – 12y) = 447 Row 3: 5 (x² + 6x + 9) – 12 (y² – 12y + 36) = 447 + 9 + 36 Row 4: 5(x + 3)² – 12(y – 6)² = 492 5(x+3)² 12(у-6) Row 5: 492 492 492 Row 6: (x+3)² (y-6)² 1 492 41

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Question 7
The following problem's solution has a mistake.
a. On what row does the mistake occur? Justify your answer.
Select the "Insert" drop-down option in the menu below and use "Va Equation" to type your
answer when you need to incorporate symbols, equations, or other math expressions.
Problem: Convert the following equation to standard form:
5x² – 12y + 30x + 144y – 447 = 0
Solution:
Row 1: 5x2 + 30x – 12y + 144y = 447
Row 2: 5 (x² + 6x) – 12 (y² – 12y) = 447
Row 3: 5 (x? + 6x + 9) – 12 (y – 12y+ 36) = 447 + 9 + 36
Row 4: 5(x + 3)² – 12(y – 6)² = 492
5(x+3)?
12(y-6)
492
Row 5:
492
492
492
Row 6:
(x+3)2
(y-6)2
1
%3D
492
41
Transcribed Image Text:Question 7 The following problem's solution has a mistake. a. On what row does the mistake occur? Justify your answer. Select the "Insert" drop-down option in the menu below and use "Va Equation" to type your answer when you need to incorporate symbols, equations, or other math expressions. Problem: Convert the following equation to standard form: 5x² – 12y + 30x + 144y – 447 = 0 Solution: Row 1: 5x2 + 30x – 12y + 144y = 447 Row 2: 5 (x² + 6x) – 12 (y² – 12y) = 447 Row 3: 5 (x? + 6x + 9) – 12 (y – 12y+ 36) = 447 + 9 + 36 Row 4: 5(x + 3)² – 12(y – 6)² = 492 5(x+3)? 12(y-6) 492 Row 5: 492 492 492 Row 6: (x+3)2 (y-6)2 1 %3D 492 41
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