simplify each of the following expression: (2√2+5√3)+(√2-3√3
give explanation
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Step-by-step explanation:
(3+3–√)(2+2–√)
3(2+2–√)+3–√(2+2–√)
=6+32–√+23–√+6–√
(ii) (3+3–√)(3−3–√)
=3(3−3–√)+3–√(3−3–√)
=9−33–√+33–√−(3–√)2
=9−3=6
(iii) (5–√+2–√)2
=(5–√)2+(2–√)2+2(5–√)(2–√)
=5+2+210−−√
=7+210−−√
(iv) (5–√−2–√)(5–√+2–√)
=(5–√)2−(2–√)2
using identity (a+b)(a−b)=a2−b2
=5−2=3
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