Question

In a convocation ceremony, there were 366 students and the number of cap and gown is equal to 28 more than 1/3rd of the number of students. How many more gowns are needed if each student gets 2 pairs of cap and gown?

Answer 1

Answer:

don't know gonna tell later

Answer 2

582 pairs of gowns and caps are needed if each student gets 2 pairs.

Step-by-step explanation:

In a convocation ceremony, the number of students = 366

The number of cap and gowns = $28+(\frac{1}{3}\times 366)$

                                                    = 28 + 122

                                                    = 150

Needed 2 pairs of cap and gown for 366 students = 366 × 2 = 732 pairs

More pair of gowns and caps required = 732 - 150

                                                                 = 582 pairs

582 pairs of gowns and caps are needed if each student gets 2 pairs.

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