find the value of: (i) `p+2q+3n` ,when `p=1,q=5" and "n=2`

Find the value of : 2p + 3q + 4r + por when p =-1,q = 2 and r = 3

Find the value of the expressions, when p= -3, q= -1" and "r= 2 2p-5q-8+3r

Find the value of 2p^2q-3pq^2+2p-3p+1 when p=3,q=-3

If 2x+1=15;3y-2=16 if x=p(mod 5),y=q(mod 5) then the value of p, q are (i) p=2,q=3 (ii) p=2,q=1 (iii) p=3,q=2 (iv) p=4,q=1

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 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

The vertices of triangle are A(-5,3),B(p-1) and C(6,q). If the centroid of the DeltaABC is (1,-1) , then the values of p and q are (i) p=-2,q=5 (ii) p=2,q=-5 (iii) p=3,q=5 (iv) p=-5,q=2

The value of (p/q)^mdiv(p/q)^n is

Let a be a sequence such that al =3, an i 3a +1(n=1,2,3,..). If the value of and q are in their lowest form),then find the value of (p+q).. ?n (where p15