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1. V = abH
Pc = 2ab + 2ac + 2bc
V = 7*6*5 = 210cm³
Pc = 2*7*6 + 2*7*5 + 2*6*5 = 214cm²
2. a - kraw, podstaw
H - wysokość
8 = 2H
H = 4
a = H√3
a = 4√3
P = a²√3/4
P = 4√3*√3 / 4
P = 12/4 = 3
V = Pp*H
V = 3*4 = 12
3. d = a√2
2√2 = a√2
a = 2
V = a³
V = 2³ = 8
4. n - wysokosc
n+1 - jedna z kraw. podst.
n+2 - kolejna kraw.
d = √[a²+b²+c²]
d = √[n²+(n+1)²+(n+2)²]
5√2 = √[3n² + 6a + 5]
50 = 3n² + 6a + 5
3n² + 6n - 45 = 0
Δ = 6² - 4*3*(-45) = 36 + 540 = 576
√Δ = 24
n₁ = -6-24/6 = 3
n₂ - nei spełnia wymogów zadania
czyli kraw to : 3,4,5
5. V = 7*5*5 = 175
Pc = 2*7*5+2*7*5+2*5*5 = 190
6. c - przekatna podstawy
a - kraw. szescianu
c = a√2
d² = a² + c²
(3√2)² = a² + (a√2)²
18 = 3a²
a² = 6
a = √6
V = (√6)³ = 6√6
7. H - wysokosc
a - kraw. podst
a = ½d
a = 4
H = 4√3
Pp = 4²√3/4 = 4√3
V = Pp * H
V = 4√3 *4√3 = 48
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1. V = abH
Pc = 2ab + 2ac + 2bc
V = 7*6*5 = 210cm³
Pc = 2*7*6 + 2*7*5 + 2*6*5 = 214cm²
2. a - kraw, podstaw
H - wysokość
8 = 2H
H = 4
a = H√3
a = 4√3
P = a²√3/4
P = 4√3*√3 / 4
P = 12/4 = 3
V = Pp*H
V = 3*4 = 12
3. d = a√2
2√2 = a√2
a = 2
V = a³
V = 2³ = 8
4. n - wysokosc
n+1 - jedna z kraw. podst.
n+2 - kolejna kraw.
d = √[a²+b²+c²]
d = √[n²+(n+1)²+(n+2)²]
5√2 = √[3n² + 6a + 5]
50 = 3n² + 6a + 5
3n² + 6n - 45 = 0
Δ = 6² - 4*3*(-45) = 36 + 540 = 576
√Δ = 24
n₁ = -6-24/6 = 3
n₂ - nei spełnia wymogów zadania
czyli kraw to : 3,4,5
5. V = 7*5*5 = 175
Pc = 2*7*5+2*7*5+2*5*5 = 190
6. c - przekatna podstawy
a - kraw. szescianu
c = a√2
d² = a² + c²
(3√2)² = a² + (a√2)²
18 = 3a²
a² = 6
a = √6
V = a³
V = (√6)³ = 6√6
7. H - wysokosc
a - kraw. podst
a = ½d
a = 4
H = 4√3
Pp = 4²√3/4 = 4√3
V = Pp * H
V = 4√3 *4√3 = 48