compare 3.14 and 2.99 which is greater give the reason for the answer
7x-19=x+11
Ifp = 2, q = 1, r = -3 then find the value of p² + q² + r² + pq
$20x^{2}$ + $22x^{2}$
state that f(x,y)= x^3 y /(2x^6 + y^2) approaches zero as (x,y) as (0,0) along the line y= mx
25.109+14.39+4.978
9q - 4p - 7p + 10q
state that f(x,y)= x^3 y /(2x^6+y^2) approches zero as (x,y) as (0,0) along the line y= mx
p1(-1,-4) p2(2,3)
