Przyjmując, że π = , oblicz promień kuli, której pole powierzchni wynosi:
a) 2464cm2
b) 154cm2
c) 484cm2
a)
P= 2464 cm²
π = 22/7
P = 4π r²
2464 = 4 * 22/7 * r²
2464 = 88/7 r ² /*7/88
r² = 2464 * 7/88
r² = 28*7 = 196
r= √196
r = 14 cm
b )
P= 154 cm²
154 = 4 * 22/7 * r²
154 = 88/7 r ² /*7/88
r² =154 * 7/88
r² = 1078/88
r² = 12,25
r= √12,25
r = 3,5 cm
c)
P= 484 cm²
484 = 4 * 22/7 * r²
484 = 88/7 r ² /*7/88
r² = 484 * 7/88
r² = 3388/88
r² = 38,5
r= √38,5
r ≈6,2 cm
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a)
P= 2464 cm²
π = 22/7
P = 4π r²
2464 = 4 * 22/7 * r²
2464 = 88/7 r ² /*7/88
r² = 2464 * 7/88
r² = 28*7 = 196
r= √196
r = 14 cm
b )
P= 154 cm²
π = 22/7
P = 4π r²
154 = 4 * 22/7 * r²
154 = 88/7 r ² /*7/88
r² =154 * 7/88
r² = 1078/88
r² = 12,25
r= √12,25
r = 3,5 cm
c)
P= 484 cm²
π = 22/7
P = 4π r²
484 = 4 * 22/7 * r²
484 = 88/7 r ² /*7/88
r² = 484 * 7/88
r² = 3388/88
r² = 38,5
r= √38,5
r ≈6,2 cm