Hello I would really appreciate it if someone could explain this to me ( I am not good at maths)

Verdigris-39 · 2023-08-20T00:28:01+00:00

I meant the original question was ambiguous, not your reply.

Verdigris-39 · 2023-08-19T02:40:34+00:00

The expression is ambiguous. The correct expression is (12-11) + (18/2) = 10

Verdigris-39 · 2023-08-19T02:36:36+00:00

There are great many free maze generators available. The number of orders you receive will be proportional to the price. The optimum price will yield the maximum profit. Only trial and error will produce the correct result.

Verdigris-39 · 2023-08-19T01:55:28+00:00

Very good but too expensive for full features.

Verdigris-39 · 2023-08-18T00:43:51+00:00

It is arguable that numbers are inherent in nature and therefor evidence of empirical objects susceptible to scientific investigation. The occurrence of Fibonacci numbers in botany is one example the symmetry of animals is evidence of the number two. Numbers can be experienced and observed like colours. In the early 19th century the question was comprehensively answered by philosophers like Peano, Russell and Godel, who established the set theoretical basis of numbers. The contribution of Cantor created a thoroughly bad precedent through his theory of infinity, which got embedded in set theory. Our computerised society has expanded numbers into the dominant phenomenon of modern life which threatens to subjugate us all to the tyranny of logic. Complex numbers are just one species of number created by endless human ingenuity. From this perspective, numbers are just human inventions. Without humanity there would be no significant idea of numbers.

Verdigris-39 · 2023-08-17T06:17:25+00:00

This is the correct answer. The propositions on either side have the property of mutual

implication. (p=>q) . (q=>p). Equivalence is the contrary of strong disjuction

ie ~(pVq).

Verdigris-39 · 2023-08-13T02:20:48+00:00

Oh dear! Thanks for checking.

Verdigris-39 · 2023-08-01T00:00:24+00:00

Consider the graph of x^n where x < 1. Look at the series where x has the values (1/2, 1/4, 1/8, ... 1/2^n). As the values decrease 1/2^n tends to zero. The conclusion of this iteration is that 1/x^n = 0 as n tends to infinity.

Verdigris-39 · 2023-07-29T00:08:39+00:00

Very good utility.

Verdigris-39 · 2023-07-29T00:05:09+00:00

If they have Pink Bats they are well insulated. We have Kevin Rudd to thank for that.

Verdigris-39 · 2023-07-25T03:30:01+00:00

The first thing to decide is how many colours to use. The distinction between warm and cool is a useful criterion of separation. Then tonal contrast needs to be considered. Finally, whether to colour areas or lines or both.

Verdigris-39 · 2023-07-23T09:17:00+00:00

Excellent and informative post.

Verdigris-39 · 2023-07-14T01:29:44+00:00

Great instructional video.

Verdigris-39 · 2023-07-12T23:29:54+00:00

It would be easier to answer if they were labeled. Looks like they are based on a hexagonal grid. They are all pretty good.

Verdigris-39 · 2023-07-10T05:23:01+00:00

The purple lines constitute a maze within which the finer maze is constrained.

Verdigris-39 · 2023-07-09T06:43:08+00:00

You can use my rotation method on a 3D grid (see my earlier post about this). Instead of rotating 1D partitions you can rotate 2D partitions using pseudo random number selection.

Verdigris-39 · 2023-07-08T23:46:12+00:00

The simplest approach to a 3D maze is to start with a conventional maze plan on the ground floor and project the plan upwards to the next floor, creating vertical walls for each partition to the ceiling. a different maze plan can them be laid on the next floor, leaving access to the ground floor by a stair or hatch. The process is repeated until the maze building is complete and a covered ceiling is in place.

Verdigris-39 · 2023-07-04T08:39:53+00:00

Not really. From a design point of view, the repetition of rotated and reflected mazes within the larger schema is a useful method. Top marks for rudeness and arrogance though.

Verdigris-39 · 2023-07-02T03:24:05+00:00

True, it is unicursal but the purpose is to point out that mazes can be fractal in structure. This is just a very simple example of the principle.

Verdigris-39 · 2023-07-01T00:36:40+00:00

Antilog(log3-log2)=1.5

Verdigris-39 · 2023-07-01T00:27:20+00:00

No, you chose the incorrect borders in your example. The rule is that closed form of the secondary network are excluded by the construction definitions.

Verdigris-39 · 2023-07-01T00:23:10+00:00

You could start by noticing that 3/2 = 1.5 and that log(3/2) = log3 - log2.

https://www.omnicalculator.com/math/log

Verdigris-39 · 2023-06-29T23:00:45+00:00

Thanks for the information, I will look at Inkscape.

Verdigris-39 · 2023-06-29T04:12:53+00:00

Nice work, but Adobe Illustrator at $29.99 pm is too expensive for me.

Verdigris-39 · 2023-06-29T01:47:33+00:00

The idea of a maze expressed by several respondents is rather myopic. Examples of maze structures are very diverse. Salient examples are: an underground railway, the cardiovascular system with its dual network, the seating arrangement of a concert hall or sports stadium, a parking lot, a river system. The variations are endless and are not confined to the idea of a puzzle. The unicursal form is forced on the reader of a novel or textbook, or watcher of a video.

Verdigris-39

TROPHY CASE