Directions: In the FIRST column is a list of types of solutions to system of equations problems. In the MIDDLE column, describe inlyour own words what happens when you solve each type of system algebraically. In the LAST column, describe in your own words what happens when you sove each type of system graphically. Type of solution to systems of equations problem What happens when you solve graphically? What happens when you solve It by substitution ? a. One-solution case y = 5x –1 |y =15x – 1 Answer with supporting work: 4 of 5 b. No-solution case 6x – 3y = 6 2x - y =-5

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Directions: In the FIRST column is a list of types of solutions to system of equations problems. In the MIDDLE
column, describe inlyour own words what happens when you solve each type of system algebraically. In the
LAST column, describe in your own words what happens when you solve each type of system graphically.
Headings you add to the document will
appear here.
Type of solution to systems of
equations problem
What happens when you solve
graphically?
What happens when you solve
It by substitution ?
a. One-solution case
y = 5x –1
у 315х —1
Answer with supporting work:
4 of 5
b. No-solution case
6x – 3y = 6
2x - y =-5
Answer with supporting work:
Transcribed Image Text:Search the menus (Alt+/) 125% - Normal text Arial + в I U A 11 3 4 5 I 6 Directions: In the FIRST column is a list of types of solutions to system of equations problems. In the MIDDLE column, describe inlyour own words what happens when you solve each type of system algebraically. In the LAST column, describe in your own words what happens when you solve each type of system graphically. Headings you add to the document will appear here. Type of solution to systems of equations problem What happens when you solve graphically? What happens when you solve It by substitution ? a. One-solution case y = 5x –1 у 315х —1 Answer with supporting work: 4 of 5 b. No-solution case 6x – 3y = 6 2x - y =-5 Answer with supporting work:
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