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course.apexlearning.com 4 1.6.3 Quiz: Linear and Nonlinear Functions BI courses e B Question 1 of 10 A function in which each y-value has only one corresponding x-value is called a A. linear function. CO BB. nonlinear function. . one-to-one function. D. many-to-one function. SUBMIT + New homework thread YOUR QUESTIONS aolve Unlocks remaining 24 2 @ coursehero.com Ck Re @m t+ 9 K BS x Bichatthreaa @ | Chat Thread Qa coursehero.com Let's solve the problem step by step. The given system: {o3y =4 20 6y=Q The solution to the system should be all points that satisfy z 3y = 4. So, the second equation must be consistent with the first for all values of x, y that satisfy the first equation. Step 1: Express 27 6y in terms of the first equation Multiply the first equation by 2: 2(a 3y) = 2-4 = 2n-6y=8 Step 2: Compare to the second equation The second equation is 2x 6y = Q. For the solution set to be all points (a, y) such that 3y = 4, we need: 22 6y=8 = Q=8 Final Answer: Q=8 Explanation: We found Q by making the second equation equivalent to the first equation (multiplied by 2), ensuring the two equations represent the same line. Thus, Q=8. 6 8 Oo Verify with tutor Ask Al your follow up question. Do not enter personal information. B Attach image Upload doc 6