No prob....
Gradient is found by triangular method.
Take two readings frm graph dan r on the line(i usualy prefer first n last)
like supose first is
(2,4) n da 2nd is (2,8)
nw gve dm numbrs... I usualy gve 2nd quadrnts number 2... like (2,8) wud be (x2,y2)
n da first like (2,4) wud be (x1,y1)
nw use formula:
change in y/change in x
i.e: y2-y1/x2-x1
pt da values
8-4/2-2=4... Thus 4 is da gradient.