Question: provide a fast solution 4 Substituting the equation x= 4 y-12 into the equation - 2 y= x - 6 will produce the equation equation

provide a fast solution

4 Substituting the equation x= 4 y-12 into the equation - 2 y= x - 6 will produce the equation

equation _________.

a.)- 6 y = - 6

b.) - 6 y = - 18

c.) 2y = -18

d.) 2y = -6

Substituting the equation x =2 y + 3 into the equation y equals short dash 3 x minus 4 will produce the equation _________.

a.)- 5y =- 13

b.) 7y =-13

c.)- 5 y =-5

d.)7 y =- 5

5 ? Writing a System of Linear Equations

Determine the system of linear equations that represent a given situation

A phone company offers two long distance plans.The first charges a flat value of $5.00 per month plus $0.99 for each minute used, and the second charges $10.00 a month plus $0.79 for each minute used.

If x represents the number of minutes used each month, which system of equations represents the total amount of money, y, you would spend for each long distance plan?

provide a fast solution 4 Substituting the equation x= 4 y-12 intothe equation - 2 y= x - 6 will produce the equationequation _________. a.)- 6 y = - 6b.) - 6 y =- 18c.) 2y = -18d.) 2y = -6Substituting the equation x =2y + 3 into the equation y equals short dash 3 xminus 4 will produce the equation _________.a.)- 5y =- 13b.) 7y =-13c.)-5 y =-5d.)7 y =- 5 5 ? Writing a System ofLinear EquationsDetermine the system of linear equations that represent a given situationAphone company offers two long distance plans.The first charges a flat valueof $5.00 per month plus $0.99 for each minute used, and thesecond charges $10.00 a month plus $0.79 for each minute used. Ifx represents the number of minutes used each month, which system ofequations represents the total amount of money, y, you would spend foreach long distance plan? \fConsider the following system of linear inequalities ispondinggraph: x 2 - 6 ysa ITT Which of the following pointsis a solution to this system of linear inequalities? ( #) (-6.-2) O b.) (1.3) O " (-7,4) ( ) (4.5) Consider thefollowing system of linear inequalities and corresponding graph: x - 3 y

\fConsider the following system of linear inequalities isponding graph: x 2 - 6 ysa ITT Which of the following points is a solution to this system of linear inequalities? ( #) (-6. -2) O b.) (1.3) O " (-7,4) ( ) (4.5) Consider the following system of linear inequalities and corresponding graph: x - 3 y 40 8 - Solving Systems of Linear Inequalities by Graphing Solve a system of linear inequalities in a given scenario. Nadia has a budget of $16,000 dollars to spend on tracking devices to study grizzly bears. A radia tracker costs $850 and a GPS tracker costs $1300. Nadia wants to buy more than 8 radio trackers and at least 4 GPS trackers. The following system of inequalities represents this situation, where x is the number of radio trackers and y is the number of GPS trackers. x > 8 850x + 1300y s 16000 Which yollow shaded region corresponds to Nadia's possible choices? -10 C GPS TrackersGPS Trackers -10 O 15 Radio Trackers 10 O GPS Trackers Radio Trackers d.) O GPS Trackers 10 Radio Trackers Natalie has a budget of $15,000 dollars to spend on tracking devices to study bison. A radio tracker costs $650 and a GPS tracker costs $1400. Natalie wants to buy at least 9 radio trackers and more than 3 GPS trackers. The following system of inequalities represents this situation, where * is the number of radio trackers and " is the number of GPS trackers. x29 y>3 650x + 1400y 3 650x+1400y515000 Which yellow shaded region corresponds to Natalie's possible choices? ii i i - i m' i i '1. a?) 3 I ! .i x i - w 5;; r: i '- |l _, \" """1"i"' """""""" o 0 i5f I. E (I! .I U E \"a: e I: l'.' E 5. E i l- 3 (D d Radio Trackers Nathan has a budget of $18,000 dollars to spend on tracking devices to study moose. A radio tracker costs $750 and a GPS tracker costs $1500. Nathan wants t buy at least 7 radio trackers and less than 5 GPS trackers. The following system of inequalities represents this situation, where * is the number of radio trackers and the number of GPS trackers. x27 y

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