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its undefined b/c pi/2 lands on a quadrantal which makes it so that the coordinates used are (0,1), which makes the equation 1/0 which isnt possible in math and is undefined.

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Pi/2 is at 90 degrees and the coordinates would be at (0,1). So when we do Tan(pi/2) we end up getting 1/0 therefor making it undefined

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tan(pi/2) is undefined because tangent is y/x and the coordinates for pi/2 are equal to (0,1) and you can never divide a number by zero leaving you with an error

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pi/2 = 90 degrees making the coordinates (0,1)
the trig function tan = Y/X in this case being 1/0 HOWEVER this is an impossible fraction because you cannot divide by 0, making it undefined

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Tan(pi/2) is undefined because tan in coordinates is y/x and in the unit circle pi/2 is (0,1) so tan would be 1/0 which is undefined

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Tan is y/x and it is considered undefined because if the numbers are plugged in, 1/0. Zero can not be divided by anything therefore tan is undefined.

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its undefined because tan is y/x and if you plug those in its 1/0 and you can't divide anything by zero because its illegal

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tan(π/2)
tan=y/x
π/2 coordinate: (0,1)
therefore...
tan=1/0
UNDEFINED
CANNOT DIVIDE BY ZERO ERROR

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tan pi/2 is y/x, and the coordinates where the ratio pi/2 lies, is (0,1) meaning tan would be 1/0, which is an undefined answer

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Tan(pi/2) is undefinded because tangent is y/x and the coordinates are (0,1) but tan of pi/2 is 1/0 and that is undefinded

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Tan= y/x. Pi/2 on the unit circle lands you on the coordinates of (0,1). Dividing the y value, 1, by the x value, 0, gives you undefined as an answer.

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At pi/2, or 90 degrees, the corresponding coordinates are (0,1). Since we know that tangent is the same as opp/adj or y/x, tan(pi/2) can be rewritten as 1/0--the y divided by the x. However, this value is undefined because anything over zero is extraneous.

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Tangent is y/x and the coordinates for pi/2 is (0,1). If you divide 1 by 0, you would get a 0, which is undefined

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Tan is y/x. Pi/2 is 0,1. this would mean tan is 1/0 and zero can not be the denominator because it would never work. It's like dividing one cookie between zero people. It doesn't make sense so it is undefined.

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Tan(pi/2) will always be undefined because the coordinates are (0,1) and the tan is y/x. Therefore making it if 1/0 which is undefined.

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Since tan is y/x to begin with, it would end up as 1/0 which can not be solved, thus being undefined

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pie/2 on the unit circle is 90 degrees and it coordinates are (0,1). Tan =y/x meaning tan equals
Tan=1/0 which is undefined because it not possible to divide 1 by 0

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It is answered as "undefined" because the coordinates for pi/2 are (0,1) and the formula for tangent is y/x which would be 1/0. anything divided by 0 is an undefined answer. Thats why its undefined.

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Tan(pi/2) is undefined because the formula for tan is y/x. And the coordinates for pi/2 is (0,1) so x is 0 and y is 1. Then you would plug them in and it will turn out to be 1/0 and u can't divide a number by 0.

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Its undefined because pi/2 is 90 degrees and the coordinates are (0,1) and since tan is y/x  which is 1/0 it would be undefined

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Since pi/2 is at 90 degree and the radian is (0,1),
then tan = y/x which is 1/0, which is undefined.

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Tan(pi/2) is undefined because when solved it turns out to be a ratio of 1/0 and you cannot divide anything by zero, making it undefined. We can get to this ratio by knowing that tan is y/x and on the unit circle at pi/2 the coordinates are (0,1). So, when you plug this set of coordinates into y/x, or tan, it comes out to 1/0, or undefined.

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tan(pi/2) is undefined because the coordinates for this are (0,1) and tangent= y/x so you would be left with 1/0 and anything divided by 0 is undefined

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tan (pi/2) is undefined because tan is y/x and pi/2 is (0,1) . If we plug in the numbers for tan, we get 1 divided by 0 and anything divided by 0 is undefined

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Tan(pi/2) is undefined because in order to find tan, we need to know Y/X. But the coordinates for pi/2 is (0,1). So if we plug in the numbers we will end up with 1/0 which also mean that this number is undefined.

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Tan pi/2 is undefined because tan is y/x and the coordinates for pi/2 is (0,1) and if you plug it in tan pi/2 would be 1/0 and anything divided by 0 is undefined.

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pie/2 cordinate is (0,1) and tangent equal to y/x so that mean you have to take 1/0 and thats undefine.

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in trig, tan = y/x . since on the unit circle pi/2 = (0,1) we would solve this problem by doing 1/0. anything over 0 is ALWAYS undefined.

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It is undefined, because tangent is y/x. Pi/2 is (0,1) on the unit circle, and when you plug it in, it is 1/0. 0 cannot be multiplied by anything to equal 1 therefore it is undefined.

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Tan pi over two is undefined because tan is y/x. But when you look at the coordinates of pi/2 which are (0,1). The equation ends up being 1/0 which makes it an undefined answer.

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Tangent is represented as sin/cos or also known as as y/x. The coordinates of pi/2 are (0,1) meaning tan of pi/2 is 1/0 which is undefined. That is because any number divided by 0 is not a real number, so we call it undefined.

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Tan pi/2 is undefined because when you are looking for tangent it is Tan=Sin/Cos which are the X and Y values and Pi/2 on the unit circle have the coordinates of (0,1). By replacing sine over cosine you would get 1/0 which is undefined

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Tan is undefined because you need to find tan which is y over x. pi/2's coordinates are (0,1) and if you find the tan of pi/2, it becomes 1/0 which makes it undefined

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the trig ratios in relation to coordinates for tan is (y/x). and the coordinates (pi/2) on the unit circle is (0,1). when plugged into the tan ratio it's (1/0) and no number can be divided by zero so it's undefined

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Tan = sin/cos
Cos(pi/2)= 0
Tan (pi/2) = 1/0
1/0 is undifined because you can't divide by 0

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Tan pi/2 would be undefined because tan is y over x, meaning that if one plugs x and y into the equation which would become 1/0 which ends up as undefined.

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The reason why Tan(pi/2) is undefined is because Tan is y over x. 1/2 pi coordinate is at (0,1) y is 1 and x is 0. so it will turn to be 1/0 we all know that any number divided by zero is undefined because that is impossible to get a real number.

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Tan pi over two is undefined because the definition of tangent is sine over cosine. When you look at pi over two in the unit circle the coordinates are (0,1)  The x represents cosine and the y represents sine. So if you replace sine over cosine with the coordinates you get 1 divided by zero. If this happens then the world explodes.

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Tan(pi/2) is undefined because to find Tan it's Y/ and the coordinates for pi/2 is (O,1) making x=0 and y=1 so it would become tan(1/0) and 0 can't be in the denominator because 0 can't be divided by anything making it undefined

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it is divided by zero
nothing can be divided by zero
the result is undefined

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tangent is y/x. pi/2 has the coordinates of (0,1). tan(1/0) = undefined.