To find, value of : √3+2√2−√3−2√2 Let x=√3+2√2−√3−2√2 Squaring both sides: x2 = (√3+2√2−√3−2√2)2 x2=3+2√2+3−2√2−2(3+2√2)(3−2√2) ⇒x2=4 ⇒x=2 Hence, option 'A' is correct.
Was this answer helpful?
0
Similar Questions
Q1
If √2√6−√2−√3√6+√2 is equal to 2√3+2−3√2+√6m then value of m is
View Solution
Q2
The value of 3√1+√2.6√3−2√2~is equal to
View Solution
Q3
The fraction 2(√2 + √6)/3(√2+3) is equal to.
View Solution
Q4
The fraction 2(√2+√6)3(√2+√3) is equal to _________