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Q: What is example of one way square?
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What is one example of a quadralateral with equal sides?

A square is one example.


Is thirty a square number?

No. You don't get an integer if you take the square root of 30. By way of example, 25 (5x5) is a square number, as is 36 (6x6).


How big is a square feet?

here is the perfect example, Go to a tiled kitchen or restaurant (big square tiles, not tiny little ones) Most tiles are 12x12. That is how big 1 square foot is. Another way is to Take four rulers and make a square out of them--that is one square foot enclosed in the square.


An example of a square kilometer?

A circle with radius 1/sqrt(pi) is one example.


What are irational and rational numbers?

A rational number is one that can be written as a fraction, with whole numbers for numerator and denominator; for example 1/2, 3/5, 7/3, and any whole number (for example, 7 = 7/1). An irrational number is one that can not be written in such a way, for example the square root of any number except a perfect square (square root of 2, of 3, of 5, etc.), pi, e, etc.


What does shades and patterns means?

WELL, IN AN ARTISTIC WAY (ARTY WAY) SHADES IS WEN THERE ARE DIFFRENT COLOURS OF ONE COLOUR. FOR EXAMPLE BLUE= DARK BLUE, LIGHT BLUE, SKY BLUE ETC ETC. PATTERNS IS WEN THER IS A REPITION. FOR EXAMPLE: CIRCLE SQUARE RECTANGLE CIRCLE SQUARE RECTANGLE CIRCLE SQUARE RECTANGLE. THERE HAS TO BE REPPITION IN THERE. IT CN GO ON FOREVER. IT WILL NEVER STOP JUZ LYK NUMBERS.


Real life example of one way valve and where it is used?

In the heart as a biological example? In one way sewedge systems?


Is one fourth a perfect square?

No, a perfect square is the square of an integer number. Fractions are never a perfect square, as the square of an integer is always another integer.Actually fractions can be perfect squares an example is one ninth, it would be one third times one third which equals one ninth.


What are the names of vertices of a square?

A square has four vertices. Each corner of the square is one vertex. For example, a square with sides ABCD will have vertices A, B, C, and D.


How do you find the square root of a variable with an odd numbered exponent?

The same way as you find the square root with an even-numbered exponent. For example, the square root of x10 is x5. That is, divide the exponent by 2. Similarly, the square root of x7 is x3.5. Once again, you simply calculate one-half of the exponent. If you prefer to express this with integer exponents and square roots, in this example you can write x3.5 as x3x0.5. The second part, x0.5, is equivalent to the square root of "x".


Why is there no solution to the square root of -169?

The answer is an imaginary number, because of the negative under the square root. The same number multiplied together will always be a positive number. For example, if you square negative one, the answer is positive one, because a negative times a negative is a positive. Because a square root undoes a square, there is no solution to the square root of a negative number. That's why your calculator could not compute this problem. However, there is a way to solve these types of problems by using imaginary numbers. The answer is 13i, where i is the square root of negative one.


How many answers are likely to get when looking for the square root of a number?

Only one answer is likely if you're looking for square roots, because the square root is the number times itself. For example, the square root of 64 is 8, because 8 x 8 = 64. There is no other way to get 64 by multiplying a number by itself.