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Math and Arithmetic

Math is the study of abstractions. Math allows us to isolate one or a few features such as the number, shape or direction of some kind of object. Then we can study what can be learned about the behavior of those features while ignoring everything else about the object.

500 Questions

Are complanar points collinear?

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Not sure about complanar.

Coplanar lines can be collinear but need not be.

What is reflex angle to 85 degrees?

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A reflex angle is more than 180 degrees but less than 360 degrees.

Therefore the reflex angle to 85 degrees is 275 degrees (360 - 85 = 275).

What is the pattern rule for this pattern 240 -120 -80 -60?

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Subtract half of the difference of the previous two.

What angle would supplement 36 degrees?

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An angle of 144 degrees would.

How many gallons of water in pool 12X36?

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It is not possible to answer the question. A gallon is a measure of volume in 3-dimensional space. The question provides information in only 2 dimensions so there simply is not enough information.

Does kite have rotational symmetry?

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Answer

No. If the shape has rotational symmetry, then it should be able to match itself when rotated a certain number of degrees that IS NOT 360 degrees.

Why?

Well, if we stop and think about it, all shapes can match themselves when being rotated 360 degrees (a full circle.) If 360 degrees was valid and qualified for rotational symmetry, then any shape would have rotational symmetry. Then this classification of rotational symmetry would have no real conclusion.

The only way a kite can match itself when rotating is if you rotate it 360 degrees. Therefore, it does not have rotational symmetry.

What 5 numbers have a mode of 6 and a median of 8?

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6, 6, 8, 9 and 5436897

6, 6, 8, 9 and 5436897

6, 6, 8, 9 and 5436897

6, 6, 8, 9 and 5436897

Is 73 complementary or supplementary?

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It is complementary to one angle, supplementary to another.

How is precision related to the significant figures in a measured quantity?

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The greater the number of significant figures, the greater the precision. Each significant figure increases the precision by a factor of ten.

For example pi = 3.14 is accurate to 3 significant figures, while pi = 3.14159 with 6 significant figures is a more accurate representation.

What number comes next 1 3 10 34?

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There are many possible answers because there are many ways of generating the sequence.

One such is the cubic equation,

Un = (4n3 - 19n2 + 33n - 16)/2 for n = 1, 2, 3, ...

So U5 = 87.

What is the reflex angle between the hands of a clock at 8 o clock?

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240 degrees - 30 degrees for each hour on the clock

How many tens are in 170?

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It is so very simple and quick to get the answer, especially since, IF you need it, you can use the calculator that comes with your computer. But since you are obviously not able to do so, the answer is 170/10 = 17.

How many line of symmetry does hexagon has?

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A hexagon has 6 lines of symmetry.

How many 240 mm equals something cm?

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10 mm = 1 cm

240 mm = 240/10 = 24 cm

What comes after 110?

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111

How many zeros in 1 abaj?

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Eleven.

What is the number of right angles in 2 squares and 2 rectangles?

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-- Every rectangle has four interior right angles.

-- Every square is also a rectangle, so the question is describing a total of four rectangles.

-- (4 rectangles) x (4 right angles per rectangle) = 16 right angles

What plus 82 equals 180?

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Looking at this as an algebra equation, x + 82 = 180, all you need to do is isolate x. To do this, subtract 82 from both sides of the equation to get x = 98.

Is vore possible in any way?

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Psuedo Vorephilia is actually very common, as common as necking which involves gaining the trust of a partner that you are in a position to do harm yet do not. Girls offten like the sensation of "Goosepimples" derived from necking. True vorephilia is not safe, not legal and not to be considered a subject worth following, though I am sure there are places on the internet.

What is the probability of getting four heads of tossing a fair coin?

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5koj5jhohkojk nmtntkophnkthpotyhkmlhh plokmkthikhnktyiytnkhtyo[ityohjmoihtohktyokiokh90 i5ihjhkop[ghkoitnhtjyjhtiohtjhtiohtjkbghihjtbmohiohiop0-ikgbmklhi0ot8ihjiejg[iieoiie409lkmh95ijh90iji5y hjmty9hi5yhj4n5nih5hijt5yjkny5jknhon45jhnioe5hj5jn5tihj5yihj5hjyoihjhjpoiihjoihjrohjioji9jhi5jhijhse5j5u59y9y9uy54yy099iy099uy099ijiohjbio5jhiotjij5ihjtyiotyuihuithhtiohiohioffjiorjhignhuihnityhntyihtyjhhijhiohoi5hjiotyjhjhpoityihodtyjiotyjhiotyjio5yjhiyhj8e5u8e56yityjtyi5yeyhjkohmioh65h5yhmtyijkyhjyhoihji5i05yj5ej5h5h00001100000h00000000000000000000000000000000000000001111.00000h0ht0yh05hy0h0yh0h00h0yh00t0hy0hyhy0hy0hy0hy0hh0gtg0tg0g0tgtg0tg0t0g0g00g0r0r0r0rt0rt0rtgg0r0rt0hrt0y0y000rth0trh0trt0h0rth0rth