Oh, dude, having an answer in terms of x just means expressing your solution with that variable instead of, like, actual numbers. It's like speaking algebra's language, man. So, instead of giving a concrete value, you're, like, leaving it open-ended with x.
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Having an answer in terms of x means expressing a solution or result using the variable x in an equation or expression. This allows for a more general representation of the solution that can be applied to different scenarios or values of x. It is commonly used in algebra and calculus to find solutions to equations or functions that involve variables.
Well, having an answer in terms of x simply means expressing a solution or value using the variable x. It allows us to represent a general solution that can change depending on the value of x. Embracing answers in terms of x opens up a world of possibilities and flexibility in mathematics. Just remember, there's no mistakes, just happy little variables to work with.
"Terms of x" or "Answer for x" means to rearrange an equation so that x is alone on one side of the equation. Example: Solve for x: 2x + y = z 2x + y = z -y from both sides 2x = z - y Divide both sides by 2 x = (z - y)/2 That is the solution. Basically, you want to isolate the variable you are solving for (in this case, "x").
do you mean rug as in carpet. These dimenstions are usually expressed is length x width, which is an area. There are also instances where a rug is expressed in terms of length x width x thickness, may be something to do with the manufacturing process
If you mean: 27x2-90x+27 then divide all terms by 9 which is then 3x2-10x+3 And when factored it is: (3x-1)(x-3)
x^2 + 2x ft
If you mean a circle: the circumference is equal to diameter x pi, or 2 x pi x radius.If you mean a circle: the circumference is equal to diameter x pi, or 2 x pi x radius.If you mean a circle: the circumference is equal to diameter x pi, or 2 x pi x radius.If you mean a circle: the circumference is equal to diameter x pi, or 2 x pi x radius.
are you asking for help on finding definition for geometric terms? if so go to: http://library.thinkquest.org/2647/geometry/glossary.htm#b and to wikipedia for x and j terms