1. A inaitern qualifying test in Mathematics is administered to 35 BE ECE students. The scores of the students are as follows. a. Construct a frequency distribution with class limits, class boundary. frequency. class marksfmidpoints, relotiyefreeuency, percentage. and cumulative frequency. b. Using the constructed frequency table, create the following: h.1 Histogram h.2 Frequency polygon h.3 Dgive {surf and ref] and make an analysis for each. a. Step 1. Determine the range (R) and the number of classes (K) using Rule 1. HV = Rule 1: 2K 2 n, n = LV = R = HV - LV R = R = Step 2. Compute for class width (C), and round up to the nearest whole number. C = R K = (round up) C = Step 3. The first lower class limit is LV = then complete the table below:Class Limits Class Boundaries X rf % cf Total (n) 40\f