Oblicz pola równoległoboków
a)
P = 7 * ( 5 + 1) = 7* 6 = 42
b)
x^2 = 8^2 - 6 ^2 = 64 - 36 = 28 = 4*7
x = p(28 ) = 2 p(7)
a = x + 5 = 2 p(7) + 5
b = 5
h = 6
Pole trapezu
P1 = 0,5 *[a + b]*h = 0,5 *[ 2 p(7) + 5 + 5]*6 = 3*[ 2 p(7) + 10] = 6 p(7) + 30
Pole trójkąta prostokatnego
P2 = 0,5 x*h = 0,5 *2 p(7) * 6 = 6 p(7)
Pole równoległoboku
P = P1 - P2 = 6 p(7) + 30 - 6 p(7) = 30
=======================================
c)
a = 4
b = 8 p(2)
zatem
P = a*b*sin 45 st = 4 * 8 p(2) * p(2)/2 = 32
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a)
P = 7 * ( 5 + 1) = 7* 6 = 42
b)
x^2 = 8^2 - 6 ^2 = 64 - 36 = 28 = 4*7
x = p(28 ) = 2 p(7)
a = x + 5 = 2 p(7) + 5
b = 5
h = 6
Pole trapezu
P1 = 0,5 *[a + b]*h = 0,5 *[ 2 p(7) + 5 + 5]*6 = 3*[ 2 p(7) + 10] = 6 p(7) + 30
Pole trójkąta prostokatnego
P2 = 0,5 x*h = 0,5 *2 p(7) * 6 = 6 p(7)
Pole równoległoboku
P = P1 - P2 = 6 p(7) + 30 - 6 p(7) = 30
=======================================
c)
a = 4
b = 8 p(2)
zatem
P = a*b*sin 45 st = 4 * 8 p(2) * p(2)/2 = 32
=========================================