Rationalise the denominator of each of the following
√5/2√3
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Answered by
9
Answer:
We rationalise the denominator of (32−552−3) by multiplying its rationalising factor (32+5) in the numerator and denominator as follows:
32−552−3×32+532+5=(32−5)(32+5)(52−3)(32+5)=
(32)2−(5)252(32+5)−3(32+5)=(9×2)−5(5×32×2)+(52×5)−(33×2)−(3×5)
=18−5154+510−36−15=13(15×2)+510−36−15=1330+510−36−15
Hence, 32−552−3=1330+510−36−15
Answered by
2
Step-by-step explanation:
root 5/2root3= 2root 15/6
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