If m, n, p are in A.P. and m^n = p^m = n! + p ;m, n, p are natural numbers, then
the value of m.n.p is, where 2<m, n

Question

If m, n, p are in A.P. and m^n = p^m = n! + p ;m, n, p are natural numbers, then
the value of m.n.p is, where 2<m, n<p<10:
(a) 136
(b) 72
(C) 162
(d) none of these
GIVE STEP BY STEP EXPLANATION

Eden · Answer

Answer:   sorry l don't know this answer   Step-by-step explanation:   make me brain list answer

Gianna

Binomio al cubo
(2x+3)³=

(3x+2)³=

(x+6)³=

(x-2)³=

(3x+5)³=

(4x-3

3. Describe the two ways in which people react to problem

1 thought on “If m, n, p are in A.P. and m^n = p^m = n! + p ;m, n, p are natural numbers, then<br />the value of m.n.p is, where 2<m, n”

Leave a Comment Cancel reply

If m, n, p are in A.P. and m^n = p^m = n! + p ;m, n, p are natural numbers, thenthe value of m.n.p is, where 2<m, n