y = 5x + 2
Suppose the dimwnsions of the rectangle are L and B Then area = LB. Now (L+10)*(B-5) = LB so that 10B-5L = 50 and (L-5)*(B+4) = LB so that -5B+4L = 20 Solving these two equations simultaneously, gives L= 30,B = 20
GP2 and GP3 and i suppose A1GP when it existed
Suppose x people are eating at a (really cheap) buffet which costs $2 a person. Then the cost y is y = 2x. With a $3 off coupon it becomes y = 2x-3 (however I'm sure that most restaurants would want a sufficient number of people to make profit). Many other real-life applications are modeled using other functions. The bell curve is among the most common form, as it is used in statistics and distributions. Population models use a logistics function, another type of transcendental function. The catenary curve occurs when a chain or power line hangs on two ends, and is modeled by the hyperbolic cosine function y = cosh(x).
In some cases, a knowledge of the function in question helps. For example, when you have multiple equations, if you have more equations than variables you will usually have infinite solutions. Another example is that certain functions are known to be periodic, for instance the trigonometric functions - so an equation such as sin(x) = 1/2 may have infinite solution, due to the periodicity.
I suppose you mean, "a square that has a surface of one acre". An acre has 43,560 square feet; to get the length of a square of that area, take the square root of that. The result is about 208'9".I suppose you mean, "a square that has a surface of one acre". An acre has 43,560 square feet; to get the length of a square of that area, take the square root of that. The result is about 208'9".I suppose you mean, "a square that has a surface of one acre". An acre has 43,560 square feet; to get the length of a square of that area, take the square root of that. The result is about 208'9".I suppose you mean, "a square that has a surface of one acre". An acre has 43,560 square feet; to get the length of a square of that area, take the square root of that. The result is about 208'9".
I suppose that a toponym remain unchanged in any language.
The total mass remain unchanged.
Increase the concentration of salt and acid or base. If you are not suppose to increase concentration use more volume of buffer.
I suppose it is written in invisible form!
No the two work together REALLY
no other income, interest expenses are unchanged, and taxes are the same percentage of pretax income as in 2009. a. What is Global's EBIT in 2010? b. What is Global's income in 2010? c. If Global's P/E ratio and number of share outstanding remains unchanged, what is Global's share price in 2010?
Suppose that in 2010, Global launches an aggressive marketing campaign that boosts sales by 15%. However, their operating margin falls from 5.57% to 4.50%. Suppose that they have no other income, interest expenses are unchanged, and taxes are the same percentage of pretax income as in 2009. a. What is Global's EBIT in 2010? b. What is Global's income in 2010? c. If Global's P/E ratio and number of shares outstanding remains unchanged, what is Global's share price in 2010?
Suppose the number is x. Then after a 35% increase it would be 1.35xSo 1.35x = 124.2therefore, x = 124.2/1.35 = 0.92
suppose that 5he acceleration of acar increase with time could we use v=v0+at
i think the nucleus is the one part of the you know, cell thingy and its suppose to do something
The curve representing the graph of y against x goes down as you move to the right.
I suppose that you think to "vitaminizing".