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s² = t²+r²
s² = 8²+6²
s² = 64+36
s = √100 = 10 cm
Lp = πr(r+s)
Lp = π6(6+10)
Lp = π6(16)
Lp = 96πcm²
atau
Lp = 96 . 3,14
Lp = 301,44 cm²
s² = 8² + 6²
s² = 64 + 36
s² = 100
s = √100
s = 10
maka luas permukaan
Lp = (phi x r²) + (phi x r x s )
= (3,14 x 6 x 6 ) + ( 3,14 x 10 x 6)
= 113,04 + 188,4
= 301,44cm²