0
What is the easier way of calculating the area than counting all the squares?
Wiki User
∙ 11y agoWant this question answered?
Be notified when an answer is posted
Add your answer:
Earn +20 pts
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.
Why do you multiply in finding the area?
Divide the object into sides with lengths that are counting numbers so you can easily see this. Each counting number represents a square of area one. That means it has side length of 1. If you multiply the the length of the height and width, you are really just adding up the the unit squares. For example, a rectangle is 7x 2 inches. The area is 14 inches. Why? Thing of each of the 7 inches on the bottom ( could be the side too, either way) as a unit square. Now there are seven unit squares, but since the height, or the side, is length two, we know there are two rows of unit squares. Each square has area one. A row has area 7. Two rows has area 14. So we find the are of a 7 x2 rectangle by multiplying. A picture helps a lot here!.
How do you calculate the square meters area of an oddly shaped area?
Geometric configurations that do not conform to standardized shapes (squares, triangles, circles, etc.) can still have their areas determined. They can be calculated by dividing the given parcel into known shapes (and thus formulae) and then calculating the areas of each, and combining their values.
Why is area measured in squares inches?
When calculating area we multiply length and width ( in the instance of a square ). If we had an area 5 in long and 5 in wide the area is 25 in^2 because we also multiply the unit. If we had a box 5 in long, 5 in wide and 5 in tall we would have a box with a volume of 125 in^3 ( cubic inches). Again we also multiply the units.
How do you calculate the front of a box?
You cannot "calculate" the front of a box. You can calculate its dmensions, or its area but calculating it does not make sense. As for calculating its size or area, the answer will depend on what information you have and what you require.
Which measurement is usually found by counting squares?
An area.
How do you find area of triangle by counting squares?
count the number of squares, then times by the area of each square A=1/2(base*height) can also be used
Calculating Surface Area?
calculating surface area
Formula for calculating the area of sphere?
Formula for calculating the area of sphere is : 4 * pi * r * r
Which programming language can be used for calculating area of a polygon?
Any of them. Calculating the area of a polygon is a relatively simple mathematical task.
How do you derive lateral surface area of cube?
The cube's surface area consists of six squares; you can simply add the area of each of the squares. Note that each of the squares has the same size.
Is displacement a slope of a velocity vs. time graph?
Displacement can be found by the area underneath the line of a velocity vs. time graph. This area can be found by using a definite integral if you know calculus, or if not it can be found simply by counting squares, or finding the area of triangles etc. Hope it helped :)
How do you find the area of a circle inside a square?
all you do is find the area of the circle... if you mean find the squares area, find the area of the circle, and then the square's area and subtract the squares area to the circles area
What are the area square of the hypotenuse of 2 squares?
The answer will depend on the dimensions of the 2 squares
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.
Why do you multiply in finding the area?
Divide the object into sides with lengths that are counting numbers so you can easily see this. Each counting number represents a square of area one. That means it has side length of 1. If you multiply the the length of the height and width, you are really just adding up the the unit squares. For example, a rectangle is 7x 2 inches. The area is 14 inches. Why? Thing of each of the 7 inches on the bottom ( could be the side too, either way) as a unit square. Now there are seven unit squares, but since the height, or the side, is length two, we know there are two rows of unit squares. Each square has area one. A row has area 7. Two rows has area 14. So we find the are of a 7 x2 rectangle by multiplying. A picture helps a lot here!.
How do you calculate the square meters area of an oddly shaped area?
Geometric configurations that do not conform to standardized shapes (squares, triangles, circles, etc.) can still have their areas determined. They can be calculated by dividing the given parcel into known shapes (and thus formulae) and then calculating the areas of each, and combining their values.
