| Enrolment | No. of Schools |
| 20-39 | 526 |
| 40-59 | 620 |
| 60-79 | 674 |
| 80-99 | 717 |
| 100-119 | 681 |
| 120-139 | 612 |
| 140-159 | 540 |
| 160-179 | 517 |
| 180-199 | 522 |
| Total | 5439 |
The percentage of schools, where the enrolment was below 120 = \(\frac{\text{Total Schools where the enrolments are not above 120}}{\text{Total number of schools}} \times 100\)
= \(\frac{526+620+674+717+681}{5439} \times 100\)
= \(\frac{3218}{5439} \times 100\)
≈ 59.16%
The correct option is (A): 59.16
The percentage of schools, where the enrolment was above 79 but below 180 = \(\frac{\text{Total Schools where the enrolments are above 79 and below 180}}{\text{Total number of schools}} \times 100\)
= \(\frac{717+681+612+540+517}{5439}\)
= \(\frac{3067}{5439} \times 100\)
≈ 56.39%
The correct option is (B): 56.39
According to the table, enrolments that under the class 80-99 is the maximum with 717 schools
The correct option is (B): 80-99
The class 160-179 has the least number of schools = 517
Formula for % = \(\frac{\text{The least number of schools}}{\text{Total Numbe rof schools}} \times 100\)
= \(\frac{517}{5439} \times 100\)
≈ 9.5%
The correct option is (B): 9.5
No. of schools with enrolment above 99 & below 160 = 681, 612, 540
The number of schools where the enrolment is above 99 but below 1607 = 681 + 612 + 540
= 1833
The correct option is (C): 1833
Average enrolment will be = \(\frac{\text{Mean of every enrolment}}{\text{Total Count of enrolment}}\)
= \(\frac{29.5+ 49.5 + 69.5 + 89.5 + 109.5 + 129.5 + 149.5 + 169.5 + 189.5}{9}\)
= 109.5
The correct option is (C): 109.5
The table provided displays the estimated cost (in lakh) for the construction of a canal between two points. Based on the information in the table, answer the questions that follow.
The following table gives the marks obtained by six students in six different subjects in an examination. The maximum marks for each subject are given in the brackets. Answer the questions that follow.
Consider the provided scenario and answer the following questions based on the given information.

