If 0.3528 is expressed in the form `(p)/(2^(m) 5^(n))` , find the smallest values of m ,n and p.

If 0.3528 is expressed in the form of p/(2^m 5^n) find the simallest values of m, n and p.

Express 0.3528 in the form (p)/( 2 ^(m) 5 ^(n)) and write the values of p, m and n.

If ^(n)P_(5)=20^(n)P_(3), find the value of n

If the value of the sum n^(2) + n - sum_(k = 1)^(n) (2k^(3)+ 8k^(2) + 6k - 1)/(k^(2) + 4k + 3) as n tends to infinity can be expressed in the form (p)/(q) find the least value of (p + q) where p, q in N

If (m-5, n + 3) = (7, 9), find the values of m and n.

If .^(m+n)P_(2)=90 and .^(m-n)P_(2)=30 , find the value of m and .

If .^(n)P_(5)=20 .^(n)P_(3) , find the value of n.

Express 0.bar(67) in the form of (m)/(n)

Let P(n):3^(n) =lambda then smallest value of lambda is