Find the product of 30−−√ and 610−−√. express it in standard form (i.
e., ab√). give the value of a followed by the value of b separated by a comma.

The product of √30 and √610 is 10√183.

√30  = √(2×3×5)
and √610 = √(2×5×61

Since 61 can't be factorised further.
Therefore, the value of √30×√610 is
= √(2×3×5×2×5×61)
= 2×5×√(3×61)
=10√183

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