Exercise 2.3 (Solutions)
Question 1
Write each radical expression in exponential notation and each exponential expression in radical notation, Do not simplify.
§  (i) −64−−−−√3 *(ii) 235
§  (iii) −713 * (iv) y−23
Solution
* (i) −64−−−−√3=−6413 ( Exponential form)
* (ii) 235=2√53 (Radical form)
* (iii) −713=−7√3 (Radical form)
* (iv) y−23=y3−2 (Radical form)
Question 2
Tell whether the following statements are true or false
* (i)
 515=5√
* (ii)
 223=4√3
* (iii)
 49−−√=7√
* (iv)
 x327=x3
Solution
§  (i) False
§  (ii) True
§  (iii) False
§  (iv) False
Question 3
Simplify the following radical expression
§  (i) −125−−−−√3
§  (ii) 32−−√4
§  (iii) 332−−√5
§  (iv) −827−−√3
Soluton
(i)
−125−−−−√3=−53−−−−√3=−513=−5
(ii)
32−−√4=25−−√4=(24×2)14=(24)14)×2√4=22√4
(iii)
332−−√5=(325)15=3√52



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