31.07.2015 Views

Regents Exam Questions by Topic Page 1 SYSTEMS - McCoy High ...

Regents Exam Questions by Topic Page 1 SYSTEMS - McCoy High ...

Regents Exam Questions by Topic Page 1 SYSTEMS - McCoy High ...

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

<strong>Regents</strong> <strong>Exam</strong> <strong>Questions</strong> <strong>by</strong> <strong>Topic</strong> <strong>Page</strong> 1<strong>SYSTEMS</strong>: Solving Linear Systemswww.jmap.orgNAME:_____________________________1. 060007a, P.I. A.A.10Which ordered pair is the solution of thefollowing system of equations?3x+ 2y= 4− 2x+ 2y= 24[A] (2,-1) [B] (2,-5)[C] (-4,8) [D] (-4,-8)5. 080013a, P.I. A.A.10What is the value of y in the following systemof equations?2x+ 3y= 62x+ y = −2[A] 2 [B] 4 [C] 1 [D] -32. 080429a, P.I. A.A.10What point is the intersection of the graphs ofthe lines 2x - y = 3 and x + y = 3?[A] (2, 1) [B] (1, 2)[C] (3, 0) [D] (3, 3)3. 060716a, P.I. A.A.10Which ordered pair satisfies the system ofequations below?3x− y = 8x+ y = 2[A] (2.5, 0.5) [B] (2.5, -0.5)[C] (5, -3) [D] (3, -1)4. 060824a, P.I. A.A.10If x+ y = −10 and x−y =2, what is thevalue of x?[A] -4 [B] 4 [C] -6 [D] 66. 080706a, P.I. A.A.10If a+ 3b=13 and a+ b=5, the value of b is[A] 4.5 [B] 7 [C] 1 [D] 47. fall0708ia, P.I. A.A.7The equations 5x+ 2y= 48 and 3x+ 2y= 32represent the money collected from schoolconcert ticket sales during two class periods.If x represents the cost for each adult ticketand y represents the cost for each studentticket, what is the cost for each adult ticket?[A] $10 [B] $20 [C] $4 [D] $88. 080529a, P.I. G.G.63When solved graphically, which system ofequations will have exactly one point ofintersection?[A][C]y = −x− 20y = x + 17y = 0.5x+ 30y = 0.5x− 30[B][D]3y = x + 125y = 0.6x−19y = −x+ 15y = −x+ 25


<strong>Regents</strong> <strong>Exam</strong> <strong>Questions</strong> <strong>by</strong> <strong>Topic</strong> <strong>Page</strong> 1<strong>SYSTEMS</strong>: Solving Linear Systemswww.jmap.org[1] C[2] A[3] B[4] A[5] B[6] D[7] D[8] A

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!