Area of square = x2
Area of rectangle = 2x * (x-3)
The two area are the same so x2 = 2x2 - 6x
so x2 = 6x
so x = 6
The square has sides of length 6
A+ = x2 = 2x2 - 6
The rectangle is 12 units by 3 units.
The quadratic equation of the square is probably x2-5x+6.25 = 0 because its discriminant is equal to zero giving the equation equal roots of x = 5/2 and x = 5/2
In certain contexts, this is called a coefficient.In certain contexts, this is called a coefficient.In certain contexts, this is called a coefficient.In certain contexts, this is called a coefficient.
The answer will depend on what the "certain distances" are for each point.
All of them do. If a certain slope goes downhill in one direction, it will go uphill if you look from the other side.All of them do. If a certain slope goes downhill in one direction, it will go uphill if you look from the other side.All of them do. If a certain slope goes downhill in one direction, it will go uphill if you look from the other side.All of them do. If a certain slope goes downhill in one direction, it will go uphill if you look from the other side.
there is no certain dimension the come in all differnet dimensions
"Dimension" is not a place. It is a word that describes aspects of a thing. We ourselves have four dimensions. We have length, width, depth and duration. That is to say each human is a certain height, a certain width and a certain thickness - and additionally we last a certain length of time. Interestingly, we regard some life forms as flat, and thus in a sense living in the two spatial dimensions of length and width, having duration (a time dimension) but no thickness, so no depth dimension. However, we know that they do have a certain depth, just very, very minute, so these too have the same four dimensions we do. The existence of other dimensions has been speculated, and is an important facet of modern theories in physics. If so, we may "live in" (or more accurately "have") those dimensions to some minor degree, the same way a flat cell "lives in"/has the third spatial dimension.
Height, width and depth. Since it doesn't specify which size applies to which dimension, you have no way of knowing for certain.
Usually, the term "dimension" is used the most, as it refers to the space and volume in which a certain amount of coordinates are needed to form a line or connect two different points. Most of the time, the term "dimention" is a misspelling error.
Flip the object a certain way so it is another dimension.
Can't say for certain, but I am pretty sure the 4400 is newer.
It's basically meaningless technobabble. There are some theories that say the Universe has additional dimensions beyond the obvious three, and time is sometimes considered as the "fourth dimension" (again, in addition to the three spatial once that we're familiar with). However, beyond that, there's no real meaning that can be ascribed to any of these dimensions; we're not even sure they "really" exist (the math in certain physical theories works out nicely if they do, but the universe as a whole doesn't really care about how nicely our mathematics works).
x^2=3x(x-2)
The rectangle is 12 units by 3 units.
Gender is a significant dimension of social stratification because it influences the distribution of power, opportunities, and resources in society. Oftentimes, women are marginalized and face discrimination due to their gender, leading to unequal access to education, employment, healthcare, and political representation. Addressing gender inequalities is essential for promoting a more equitable and just society.
there is no code you have to buy it and do a certain number of challenges
Even allowing for the fact that answers.com forbids most punctuation in questions, this doesn't make a lot of sense."What is the shape of a dimension" is nonsense. Dimensions don't have a shape.I think you might have heard someone say something about the Universe being 9- (or 10-, or 11-) dimensional, but that the extra dimension were "curled up small". In actual fact, we don't know that this is true. Certain mathematical equations turn out to work out nicely if that is the case, but I can't remember the last time the universe cared about how my math worked out, probably because it was never.Even if this is true, it has no impact on the three spatial dimensions we can actually observe. They're just as they appear. The ones that are "curled up small" are the ones we can't observe. Where are they? They're over there, at right angles to length, width, and height (again, if they exist). All of them are at right angles to length, width, height, and each other. We can't point in that direction because our arms are too long.