Question

Determine o valor de a, b, c e h: (utilize as relações métricas) *​

Answer 1

$\large\boxed{\begin{array}{l}\rm h^2=36\cdot64\\\rm h=\sqrt{36\cdot64}\\\rm h=6\cdot8\\\rm h=48\\\rm a=36+64=100\\\rm c^2=100\cdot36\\\rm c=\sqrt{100\cdot36}\\\rm c=10\cdot6\\\rm c=60\\\rm b^2=100\cdot64\\\rm b=\sqrt{100\cdot64}\\\rm b=10\cdot8\\\rm b=80\end{array}}$

Answer 2

Resposta:

Abaixo.

Explicação passo a passo:

a = 36 + 64

a = 100

b² = 64a

b² = 64x100

b = √64x100

b = 8x10 = 80

c² = 36.a

c² = 36x100

c = √36x100

c = 6x10 = 60

bxc = axh

80x60 = 100xh

h = 80x60/100

h = 48