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l = r+5
50π = πrl
50π = πr*(r+5)
50π = πr²+5r
r²+5r-50 = 0
Δ = b²-4ac
Δ = 25+200
Δ = 225
√Δ = 15
r₁ = (-b+√Δ)/2a
r₁ = 5
r₂ = (-b-√Δ)/2a
r₂ = -10 (sprzeczne z założeniami zadania, ponieważ r>0)
r = 5
l = 10
Odp.: Dla tego stożka spełniony jest warunek d) l=10.