Mathematics-I (3110014)

BE | Semester-1   Winter-2019 | 17-01-2020

Q3) (a)

Find the value of β72,52.

We know that, β(m,n)=m nm+n

β72,52=72 5272+52

β72,52=52·32·12·π·32·12·π6                                                   [  n=(n-1)(n-1) ]

β72,52=45·π32·5·4·3·2·1

β72,52=3π256