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Q: What are the two integers between the square root of 245?

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245 245

Not sure about "for a bi", butsqrt(-245) = Â± 15.652i where i is the imaginary square root of -1.

Expressed as a surd in its simplest form, sqrt(245) is equal to 7 sqrt(5).

√245 = √(49 x 5) = √49 x √5 = 7√5

sqrt(245) = sqrt(49*5) = sqrt(49)*sqrt(5) = 7*sqrt(5)

The factor pairs of 245 are: 1 × 245 5 × 49 7 × 35

245 * 245 = 60025

245 square inches = 1581 sq centimetres, approx.245 square inches = 1581 sq centimetres, approx.245 square inches = 1581 sq centimetres, approx.245 square inches = 1581 sq centimetres, approx.

âˆš80 - âˆš245 = âˆš(16*5) - âˆš(49*5) = âˆš16*âˆš5 - âˆš49*âˆš5 = 4âˆš5 - 7âˆš5 = -3*âˆš5

7 root 5

sqrt(245)/sqrt(5) = sqrt(5) * sqrt(49) / sqrt(5) = sqrt(49) = 7

The difference between two integers is less than 96. The larger number is 245. Find the smallest value of the other integer.

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