Using the dimensions of the figure, Thomas will have enough money to paint the surface area.
<h3>What are the dimensions of a figure?</h3>
The dimensions of a two-dimensional figure are its lengths and widths.
The product of the length and width results in the surface area, which is stated in square units.
<h3>How is the conclusion reached?</h3>
Since Thomas has $1,300, and the squared surface of the figure is equal to 260 square units, when $5 is multiplied into 260, the product is $1,300.
This amount is equal to the money available to Thomas for the painting.
If the dimensions produced a surface area of more or less than <u>260 square units</u>, we can calculate Thomas' ability to complete the painting based on the information.
The length of the figure is given as 20 units.
The width of the figure is given as 13 units.
The surface area of the figure = 260 square units
The cost of paint per square unit = $5
The total cost for painting the figure = $1,300 ($5 x 260)
The amount available to Thomas for the painting = $1,300
Difference between the total cost and the available amount = $0.
Thus, we can assert that, given the dimensions of the figure, Thomas can complete the painting with the available funds.
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<h3>Question Completion:</h3>
Length of the figure = 20 units
Width of the figure = 13 units