zadanie w załączniku
Nierówności
a)
4/(√3-1) ·(√3+1)/(√3+1) = 4(√3+1)/(3-1) = 4(√3+1)/2 = 2(√3+1) = 2+2√3
b)
2/(2-√3)·(2+√3)/(2+√3) = 2(2+√3)/(2-3) = 2(2+√3)/(-1) = -2(2+√3) = -4-2√3
c)
2/(2√3-4)·(2√3+4)/(2√3+4) = 2(2√3+4)/(12-16) = (4√3+8)/(-4) = -2-√3
d)
2√3/(√3+1) ·(√3-1)/(√3-1) = 2√3(√3-1)/(3-1) = (6-2√3)/2 = 3-√3
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
a)
4/(√3-1) ·(√3+1)/(√3+1) = 4(√3+1)/(3-1) = 4(√3+1)/2 = 2(√3+1) = 2+2√3
b)
2/(2-√3)·(2+√3)/(2+√3) = 2(2+√3)/(2-3) = 2(2+√3)/(-1) = -2(2+√3) = -4-2√3
c)
2/(2√3-4)·(2√3+4)/(2√3+4) = 2(2√3+4)/(12-16) = (4√3+8)/(-4) = -2-√3
d)
2√3/(√3+1) ·(√3-1)/(√3-1) = 2√3(√3-1)/(3-1) = (6-2√3)/2 = 3-√3