if a=7-4√3find the value of √a+1/√a
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Answer:
Step-by-step explanation:
a=7−43–√(Given)
Let x=a−−√+1a−−√⇒x2=(a−−√+1a−−√)2⇒
x2=(a−−√)2+(1a−−√)2+2×a−−√×1a−−√
⇒x2=a+1a+2
⇒x2=7−43–√+17−43–√+2
⇒x2=7−43–√+7+43–√+2 [∵17−43–√×7+43–√7+43–√=7+43–√]
⇒x2=16
⇒x=±4
⇒a−−√+1a−−
√=±4
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