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1. On the same graph, draw the tracks of both the submarine and the school of fish.

2. Find the roots of the submarine track, by solving the y1 equation.

3. Identify the co-ordinates of intersection between the submarine and the school of fish.

a) 45%

b) $45/year

c) $45

a) 45%

b) $45/year

c) $45

{(r-1)^(1/2)+2*(a-4)^(1/2)+3*(b-9)^(1/2)+4*(c-16)^(1/2)+5*(d-25)^(1/2)}=((r+a+b+c+d)/2)

Find the value of r+a+b+c+d=

a)55 b)210 c)not uniquely determined d)110