Can anyone please help me answer the question that is uploaded? Thanks!!

Exercise 4.7.19 Let p0 = ($0,110,213) be a point in the rst octant in R3, that is, m0,y0,zo > 0. Consider planes through p0 that intersect the 9:, y, and z axes at p1 = (11,0,0), p2 = (0,1),0), and p3 = (0,0,c), respectively, with a,b,c > 0. Find the values of a, b, and c that minimize the area of the triangle with vertices pl, 192, and p3