If z={√3}2−2{√2}2{√3}−2{√2} find ⌊z⌋.
Ifz={√3}2−2{√2}2{√3}−2{√2}find ⌊z⌋.
z={√3}2−2{√2}2{√3}−2{√2}z=(√3−1)2−2(√2−1)2√3−1−2(√2−1)z=3−2√3+1−2(2−2√2+1)√3−2√2+1z=−2√3+4√2−2√3−2√2+1z=−2(√3−2√2+1)√3−2√2+1z=−2⌊z⌋=−2