question 1 (1 point)\nthe entire universe of computer games are made up of:\npixels with red, green, and…

question 1 (1 point)\nthe entire universe of computer games are made up of:\npixels with red, green, and blue switches\nthe fundamental properties of physics which consist of numbers and constants.\ncode randomly created by programmers\nmath properties the programmer had put into the software\nquestion 2 (1 point)\narrange the steps in order that would be used to algebraically solve a system of linear and quadratic equations.\ninsert x back into an equation to find the y value.\nset the 2 equations equal.\nsolve for x.\nsolve each equation for y.

question 1 (1 point)\nthe entire universe of computer games are made up of:\npixels with red, green, and blue switches\nthe fundamental properties of physics which consist of numbers and constants.\ncode randomly created by programmers\nmath properties the programmer had put into the software\nquestion 2 (1 point)\narrange the steps in order that would be used to algebraically solve a system of linear and quadratic equations.\ninsert x back into an equation to find the y value.\nset the 2 equations equal.\nsolve for x.\nsolve each equation for y.

Answer

Explanation:

Step1: For Question 1

Computer - games are made up of code written by programmers. Pixels with RGB switches are part of the display, not the entire universe. Physics properties and math properties are used in game - development but do not define the entire universe of games. Code is the fundamental building block.

Step2: For Question 2

The first step to solve a system of linear and quadratic equations algebraically is to solve each equation for y. Then set the two equations equal to each other. After that, solve for x. Finally, insert x back into an equation to find the y - value.

Answer:

Question 1: Code randomly created by programmers Question 2:

  1. Solve each equation for y.
  2. Set the 2 equations equal.
  3. Solve for x.
  4. Insert x back into an equation to find the y value.