It is 0.
If part of a fraction is not shaded, it means that the shaded part represents the numerator (top number) of the fraction, and the unshaded part represents the denominator (bottom number). In fraction representation, the numerator indicates the number of parts that are shaded, while the denominator represents the total number of parts that make up the whole. Therefore, if part of the fraction is not shaded, it implies that those parts are not included in the numerator and are part of the whole represented by the denominator.
The top number tells how many of the pieces you're taking, after you've cut up the whole thing into the bottom number of pieces.
To visually represent the fraction ( \frac{9}{7} ), you can draw a rectangle divided into 7 equal parts to represent the denominator. Then, shade 9 of these parts. Since there are only 7 parts, you can show that 2 parts extend beyond the rectangle, indicating that ( \frac{9}{7} ) is an improper fraction. This can also be depicted as a mixed number, with 1 whole rectangle shaded and 2 additional parts shaded to illustrate ( 1 \frac{2}{7} ).
The denominator of a fraction represents the total number of equal parts into which a whole is divided. It indicates the number of equal parts the whole is divided into and is located below the fraction bar. For example, in the fraction 3/5, the denominator is 5, representing the total number of equal parts in the whole.
The number 104 can be expressed in fraction form as ( \frac{104}{1} ). This indicates that 104 is equivalent to 104 whole parts and can also be represented as ( \frac{208}{2} ), ( \frac{312}{3} ), and so on, by multiplying both the numerator and the denominator by the same number.
The shaded parts
whole number
Zero
To write the number of shaded parts, you count the total number of shaded parts in the figure. To express the fraction of the whole that is shaded, you write the number of shaded parts over the total number of equal parts that make up the whole figure. For example, if there are 3 shaded parts out of a total of 8 equal parts, you would write this as "3/8."
The shaded portion of the diagram represents the fraction ( \frac{4}{9} ), as 4 out of the 9 equal parts are shaded. This indicates that 4 parts are shaded while 5 parts remain unshaded, highlighting the relationship between the shaded and total parts. Thus, the fraction of the shaded area is ( \frac{4}{9} ).
If part of a fraction is not shaded, it means that the shaded part represents the numerator (top number) of the fraction, and the unshaded part represents the denominator (bottom number). In fraction representation, the numerator indicates the number of parts that are shaded, while the denominator represents the total number of parts that make up the whole. Therefore, if part of the fraction is not shaded, it implies that those parts are not included in the numerator and are part of the whole represented by the denominator.
I suppose that would depend on being able to see the shaded parts of the figures.
numerator
The numerator in a Fraction is the top number. It states how many parts are in use or are being shaded in. The denominator states how many parts there are.
4 and a half
A whole
Draw as many rectangles as the whole number you are multiplying by. Then, draw the fraction you are multiplying by in all of the rectangles. Shade in the top number in the fraction [numerator] in your rectangles. Count all the shaded in parts of all your rectangles. Leave the bottom number of your fraction [denominator] the same and put the number you got when you added the shaded parts of the rectangles on top as your denominator of the fraction. That is your answer!