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ABCD is a square If BD 5 what is the area of square?
The square on the hypoteneuse of a right-triangle is equal to the sum of the squares on the two adjacent sides. So. 5 units by 5 units = 25 square units 25 is therefore the sum of the squares on BC and CD. As these sides are equal, we know that each square must be 12.5 square units. The length of the sides of a square containing 12.5 square units is the square root of 12.5. That is equal to 3.5355 (correct to four decimal places. So, each side of the square is 3.5355 units long.
A number of square units a figure encloses?
Is its area.
What is the number of square units enclosed by a figure?
The size of that area is known as the "area" of the figure.
The number of square units inside a figure?
sum
How do you find area of square if diagonal is given?
Using Pythagoras' theorem which says that the square on the hypotenuse (in this case the diagonal) is equal to the sum of the squares on the other two sides (which in the case of a square would be equal in length). so if the diagonal measured 10 units, the square on the diagonal would be 100 square units. And as this = 2*the squares on the other sides, the square on one side would be 100/2 = 50 square units. As a square has sides of equal length the square on one side is actually the area of the square. i.e. the area of a square with a diagonal of 10 units is 50 square units. or generically the area of a square with a diagonal of length 'x' = (x2)/2
What is the number of square units neede to cover a region or figure?
It is the area of the figure.
The number of square units needed to cover a figure?
area
What is the number of square units a figure encloses?
For easy figures, you can cut up paper squares and see how many squares it takes to cover the figure. However, this takes work and if the figure is complicated, it's hard to figure out. So there's other tricks you learn to find the area of a figure, depending on what the figure looks like.
What is the number of square units that cover a 2-D figure?
It is the area of the 2-D figure.
What is it called when the number of square units needed to cover a region or figure?
The number of square units needed to cover a region or figure is called the area. Area is a measure of the surface enclosed within a shape and is typically expressed in square units, such as square meters or square feet. Different shapes have different formulas for calculating their area, depending on their dimensions.
What is the name off the number of square units needed to cover a rigion or figure?
It is called the area.
What is the measure of the number of square units needed to cover the outside of a figure or solid expressed in units squared.?
It is the surface area of the solid.
Is the number of squares needed to cover a region called its area?
No. It is the number of squares multiplied by the area of each square. This is equivalent to specifying the measurement units.No. It is the number of squares multiplied by the area of each square. This is equivalent to specifying the measurement units.No. It is the number of squares multiplied by the area of each square. This is equivalent to specifying the measurement units.No. It is the number of squares multiplied by the area of each square. This is equivalent to specifying the measurement units.
What is the area of 16 squares if each square is 1 square units?
If each square has an area of 1 square unit, then the area of 16 squares would be calculated by multiplying the area of one square by the number of squares. In this case, the area of 16 squares would be 16 square units (1 square unit x 16 squares).
What is the number of squares units needed to cover a surface is called?
The units may be any squared units. It is an area. They may be square inches, feet, yards, miles, metres, kilometres etc.
What are the number of square units needed to cover a region or figure?
The number of square units needed to cover a region or figure is known as its area. To calculate the area, you can use specific formulas depending on the shape, such as length times width for rectangles, or 1/2 times base times height for triangles. For irregular shapes, you might use calculus or approximation methods. The result gives you the total square units required to cover the figure completely.
How would you Arrange 4 squares to make a figure with a perimeter of 10 units?
Assuming each square is one square unit, if you put them all in a line, the perimeter ends up being 10 units. ______ l_l_l_l_l
