This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
ScanSolve AI Answer
To accurately draw triangle XYZ with XY = 10 cm, angle YXZ = 40^, and angle XYZ = 60^, follow these steps: Step 1: Draw the base side. The first step is to draw the side XY with a length of 10 cm. This corresponds to option C: "Draw side XY." Step 2: Measure the first angle. Next, place the protractor at one end of the line segment XY to measure the first angle. Let's start with angle YXZ = 40^ at point X. This corresponds to option E: "Put the centre of the protractor on X. Mark 40^ from XY." Step 3: Draw the line for the first angle. Draw a line from point X through the 40^ mark. This forms one side of the angle. This corresponds to option A: "Draw a line from X through your 40^ mark." Step 4: Measure the second angle. Now, place the protractor at the other end of the line segment XY, which is point Y, to measure angle XYZ = 60^. This corresponds to option D: "Put the centre of the protractor on Y. Mark 60^ from XY." Step 5: Draw the line for the second angle to complete the triangle. Draw a line from point Y through the 60^ mark. This line will intersect the line drawn from X, forming the third vertex Z and completing the triangle. This corresponds to option B: "Draw a line from Y through your 60^ mark to form the triangle." The correct order of steps is C, E, A, D, B.