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It is 2*sqrt(70).

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Q: What is the Square root of 280 in radical form?
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Related questions

What is the square room of 280 in radical form?

It is a room whose sides are sqrt(280) units long.


Which two conclusive integers doses the square root of 280 lie?

The square root of 280 is approximately 16.73. The two closest conclusive integers are 16 and 17.


What is the square root of 280?

It has no pure square root. 16 x 16 =256 but this leaves a remainder of 24.


What would be the effective value of 280 volts?

I am assuming you're referring to AC voltage and that the 280 volts are peak-to-peak. In such a case, the effective voltage would be 280 divided by the square root of 2. sqrt(2) ~ 1.414 280/1.414 = 198.02 volts This is also called the rms (Root Mean Square)


What is the simplified square root of 280?

sqrt(280) = sqrt(4*70) = sqrt(4)*sqrt(70) = 2*sqrt(70)


What is the value of k when 280 k is a perfect square and 882 k is a cube root?

70


How much is 280 square feet in square meters?

280 square feet is 26.01 square meters.


What are 280 meters squared?

280 square meters is 3,013.9 square feet.


280 square metere equals how many square feet?

280 m2 equates to about 3,013.9 square feet.


Which two numbers will add up to 2 and when multiply gives us -280?

Let the numbers be 'm' & 'n' Hence m + n = 2 mn = - 280 It follows that m = 2 - n Substitute (2 - n)n = -280 Multiply out the brackets 2n - n^2 = -280 n^2 - 2n - 280 = 0 It is now in Quadratic form. Either use the Quadratic Eq'n or 'Complete the Square'. n^2 - 2n = 280 (n - 1)^2 - (-1)^2 = 280 (n - 1)^2 = 281 Square root both sides n -1= sqrt(281) n = 1 +/- sqrt(281)


How many inches are in 280 sq ft?

280 square feet is 40,320 square inches.


How many sq feet in 280 sq meters?

280 square meters is 3,013.89 square feet.