Consider the elliptic curve
E : y2=x3+ 7x + b (mod 11).
a. Determine ò so that the point P = (4,5) is on the curve E.
b. Using the b found in part a, list all points on E.
c. Using the b found in part a, find the sum (4,5) + (5,4) on E.
d. Using the 6 found in part a, find the point 3(4,5).
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