B)(0,3)
C)(-4,-11)
D)(5,-7)
Bar graphs and picture graphs are alike in that they both are graphical representations used to visually present data. The sizes of the bars/pictures in both graphs correspond to the size or frequency of the data represented. They provide a concrete, visual way to compare different sets of data.
A bar graph and a picture graph are alike in that they both are graphical representations of data. These types of graphs are used to visually present quantitative data that can be compared with each other. In both graphs, the length or height of the bars or pictures corresponds to the amount or frequency of the data they represent.
For example, let's say we have data on the number of apples, oranges, and bananas sold in a store. In a bar graph, this data would be represented by bars of different heights, with each bar standing for a different fruit. In a picture graph (or pictograph), the same data would be shown using pictures of apples, oranges, and bananas, with the number of pictures representing the quantity sold.
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The area of the rectangle Ty is painting is 70 inches squared
A rectangle is a quadrilateral with four 90-degree angles. The opposite sides are equal, with two sides being the length (10 inches) and the other two being the width (7 inches).
Ty, when painting a rectangle, it's important to understand its attributes. A rectangle is a quadrilateral, meaning it has four sides. Two of these sides will be 10 inches long, and the other two will be 7 inches high - these are referred to as the 'length' and 'width'. Additionally, all interior angles of a rectangle are 90 degrees, which is a right angle. So when you are painting, make sure each corner forms a 90-degree angle. Also, the opposite sides of a rectangle are always equal. If any of these attributes are not followed, the figure will not be a rectangle.
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What is the scale factor, written in decimal form?
Answer:
C≈10.05
Step-by-step explanation: