z tw. Pitagorasa : ))
(d₁/2)²+(d₂/2)²=a², czyli (d₁/2)²+(d₂/2)²=5²d₁²/4+d₂²/4=25 /*4d₁²+d₂²=100
d₂=2*d₁d₁²+(2*d₁)²=100d₁²+4d₁²=1005d₁²=100d₁²=20 i d₁>0
d₁=√20=2√5d₂=2*d₁=2*2√5=4√5
Pole rombu ;
P=2√5*4√5/2=8*5/2=20
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
z tw. Pitagorasa : ))
(d₁/2)²+(d₂/2)²=a², czyli (d₁/2)²+(d₂/2)²=5²
d₁²/4+d₂²/4=25 /*4
d₁²+d₂²=100
d₂=2*d₁
d₁²+(2*d₁)²=100
d₁²+4d₁²=100
5d₁²=100
d₁²=20 i d₁>0
d₁=√20=2√5
d₂=2*d₁=2*2√5=4√5
Pole rombu ;
P=2√5*4√5/2=8*5/2=20