A picture representing 4 and 2/3 can be illustrated using rectangles or squares by showing four full rectangles (representing the whole numbers) and a fifth rectangle that is divided into three equal parts, with two of those parts shaded to represent the fraction 2/3. This visual clearly indicates the total of four whole units plus two-thirds of an additional unit, effectively conveying the mixed number concept.
-- Look at the picture, count how many squares are shaded, write down the number. -- Look at the picture again, count how many squares there are all together, whether they're shaded or not shaded. Write down the number. -- Make a fraction. Put the first number on top, put the second number on the bottom. (-- Reduce the fraction to lowest terms, it necessary, and if you know how to do that.)
If you have 10 squares and each is shaded 40 percent, then each square has 40 percent of its area shaded. To find the total shaded area in all 10 squares, you can multiply the percentage shaded by the number of squares. Therefore, 40 percent of 10 squares means that the total shaded area across all squares is equivalent to 4 full squares being shaded.
14%
3/10 are shaded.
To determine the decimal represented by the shaded portion of a hundreds grid, you first need to count the number of shaded squares and the total number of squares in the grid. Since a hundreds grid consists of 100 squares, if, for example, 25 squares are shaded, the decimal representation would be 0.25. Thus, the decimal is found by dividing the number of shaded squares by 100.
-- Look at the picture, count how many squares are shaded, write down the number. -- Look at the picture again, count how many squares there are all together, whether they're shaded or not shaded. Write down the number. -- Make a fraction. Put the first number on top, put the second number on the bottom. (-- Reduce the fraction to lowest terms, it necessary, and if you know how to do that.)
If you have 10 squares and each is shaded 40 percent, then each square has 40 percent of its area shaded. To find the total shaded area in all 10 squares, you can multiply the percentage shaded by the number of squares. Therefore, 40 percent of 10 squares means that the total shaded area across all squares is equivalent to 4 full squares being shaded.
Count all the squares then count the shaded squares put the shaded number at the top and the number of all squares at the bottom so it might look like this ⅜ 8 is the total and 3 is the number of shaded squares
14%
3/10 are shaded.
The shaded squares on the left are metals. they are placed in group-1 and 2.
It is: 5/20 times 100 = 25% shaded squares
To determine the decimal represented by the shaded portion of a hundreds grid, you first need to count the number of shaded squares and the total number of squares in the grid. Since a hundreds grid consists of 100 squares, if, for example, 25 squares are shaded, the decimal representation would be 0.25. Thus, the decimal is found by dividing the number of shaded squares by 100.
5 of 10 shaded would be 1/2 or 0.5 of the total number of squares.
No, the shaded parts are not necessarily the same amount. Even if you shade 18 rectangles, their different sizes can result in varying total areas of the shaded regions. To determine if the shaded areas are equal, you would need to calculate the area of each rectangle and sum them up.
20%
The shaded part of a 10-by-10 grid can be represented as a fraction of the total grid area. For example, if 30 out of the 100 squares in the grid are shaded, then the shaded portion can be expressed as 30/100, which simplifies to 3/10 or 30%. Additionally, this part can be visually identified by counting the number of shaded squares and comparing it to the total number of squares in the grid.