The value of a 1 cent Sherman postcard cut square can vary based on factors such as condition, rarity, and demand among collectors. Since cut squares are often not listed in traditional catalogs like Scott's, it's best to consult specialized philatelic resources or auction results for similar items to establish a more accurate valuation. Generally, cut squares can range from a few cents to several dollars, depending on these factors.
G. Sherman has written: 'The value of art instruction' 'Tint blocks and their uses'
The answer depends on the units used for the given value. Without that information the question cannot be answered.
The square of any real number is non-negative. So no real number can have a negative square. Consequently, a negative number cannot have a real square root. If the discriminant is less than zero, the quadratic equation requires the square root of that negative value, which cannot be real and so must be imaginary.
It is a value that cannot be described by the traditional (x,y) graph due to a negative square root and is designated by a cursive i, which stands for the square root of (-1).
Scott US C86 was issued in 1972. It has a catalog value of 50 cents mint and 25 cents used. That is a purchase value, not a cost.
6*sqrt(3) cannot be simplified. You can find its value using a calculator: it is 10.4 approx.
0.5
The Y value is two more than the square of the X value
The blank square in Scrabble has no point value.
To solve equations with absolute values in them, square the absolute value and then take the square root. This works because the square of a negative number is positive, and the square root of that square is the abosolute value of the original number.
Sqrt(x-3) or even sqrt(x)-3 cannot be simplified. And without the value of x, they cannnot be evaluated.
yes