Question

determine the length of the shortest side and the measure of the smallest angle in the triangle shown below. you must use the ruler and protractor for precise measurements. the side length should be precise to the nearest tenth and the angle should be precise to the nearest degree.

Explanation:

Step1: Measure side - lengths

Use the ruler to measure the lengths of sides HI, IJ, and HJ. Record the values to the nearest tenth.

Step2: Identify the shortest side

Compare the measured side - lengths. The shortest side is the one with the smallest numerical value.

Step3: Measure angles

Use the protractor to measure the angles ∠H, ∠I, and ∠J. Record the values to the nearest degree.

Step4: Identify the smallest angle

Compare the measured angle - values. The smallest angle is the one with the smallest numerical value.

Since we don't have the actual ruler and protractor measurements here, we can't give the final numerical answer. But the above steps are the process to find the length of the shortest side and the measure of the smallest angle. If you perform the measurements as described above, you will get the answer.

Answer:

Step1: Measure side - lengths

Use the ruler to measure the lengths of sides HI, IJ, and HJ. Record the values to the nearest tenth.

Step2: Identify the shortest side

Compare the measured side - lengths. The shortest side is the one with the smallest numerical value.

Step3: Measure angles

Use the protractor to measure the angles ∠H, ∠I, and ∠J. Record the values to the nearest degree.

Step4: Identify the smallest angle

Compare the measured angle - values. The smallest angle is the one with the smallest numerical value.

Since we don't have the actual ruler and protractor measurements here, we can't give the final numerical answer. But the above steps are the process to find the length of the shortest side and the measure of the smallest angle. If you perform the measurements as described above, you will get the answer.