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What is sine of 225?
Sine of 225 degrees = - 0.5 sqrt(2)
A livingroom is shaped like a square and its area is 225 what is the length of each side?
Length is sqrt 225 = 15
What is the square root for X-3?
Sqrt(x-3) or even sqrt(x)-3 cannot be simplified. And without the value of x, they cannnot be evaluated.
What is the distance from one corner to another in a rectangle 15 ft by 16 ft?
By Pythagoras, the distance is sqrt(152 + 162) feet = sqrt(225 + 256) = sqrt((481) = 21.9 feet, approx.
A right triangle has a hypotenuse of length 25 and a leg length of 20 What is the length of the other leg?
15252 - 202 = 225 and sqrt 225 = 15
What is the sine of -225 degree angle?
Sin(-225) = 0.7071 ... = 1/sqrt(2) = sqrt(2) / 2
What is sine of 225?
Sine of 225 degrees = - 0.5 sqrt(2)
What is the value of n in n2 equals 225?
n= sqrt 225 = 15
What are the coordinates of the point of intersection of the angle -225 and the unit circle?
[-sqrt(2), -sqrt(2)]
What is the square root of 225?
sqrt(225) = ±15
What is the similarity ratio of a prism with surface area 36 ft2 to a similar prism with surface area 225 ft2?
The ratio is sqrt(36) : sqrt(225) which is 6 : 15 or 2 : 5
A livingroom is shaped like a square and its area is 225 what is the length of each side?
Length is sqrt 225 = 15
What is the square root for X-3?
Sqrt(x-3) or even sqrt(x)-3 cannot be simplified. And without the value of x, they cannnot be evaluated.
What is 3 square root 45 plus 7square root 36?
3*sqrt(45) + 7*sqrt(36) = 3*sqrt(9*5) + 7*sqrt(9*4) = 3*sqrt(9)*sqrt(5) + 7*sqrt(9)*sqrt(4) = 3*3*sqrt(5) + 7*3*2 = 9*sqrt(5) + 42 This cannot be simplified further, but it can be evaluated as 62.12461..
What is the distance from one corner to another in a rectangle 15 ft by 16 ft?
By Pythagoras, the distance is sqrt(152 + 162) feet = sqrt(225 + 256) = sqrt((481) = 21.9 feet, approx.
A right triangle has a hypotenuse of length 25 and a leg length of 20 What is the length of the other leg?
15252 - 202 = 225 and sqrt 225 = 15
What is the distance between the points -6 -4 and 3 8 in the xy-plane?
The distance is sqrt{[3 - (-6)]2 + [8 - (-4)]2} = sqrt{[9]2 + [12]2} = sqrt{81 + 144} = sqrt(225) = 15.
