answersLogoWhite

0


Best Answer

You get two congruent right triangles when you divide a rectangle diagonally.

(This is one way to show that the area of each of those triangles is 1/2*base*height. Rectangle area = (4 in)(8 in) = 32 in2. Triangle area = (1/2)(4 in)(8 in) = 16 in2.)

User Avatar

Wiki User

12y ago
This answer is:
User Avatar

Add your answer:

Earn +20 pts
Q: If you divide a 4 in by 8 in rectangle from corner to corner what new shape do you get?
Write your answer...
Submit
Still have questions?
magnify glass
imp
Continue Learning about Math & Arithmetic

If you divide a 4 inch by 8 inch rectangle from corner to corner what new shapes do you get?

You get two congruent right triangles when you divide a rectangle diagonally. (This is one way to show that the area of each of those triangles is 1/2*base*height. Rectangle area = (4 in)(8 in) = 32 in2. Triangle area = (1/2)(4 in)(8 in) = 16 in2.)


If you divide a 4 in by 8 in rectangle what new shapes do you get?

A 2 inch by 4 inch, but they are not congruent because they aren't the same size.A congruent shape means the same size and same shape.


Do all cylinders with the same height and base area have the same shape?

No. You can push a cylinder across its axis - in the same way that a rectangle can be made into a parallelogram. The new cylinder would have a different shape.


If you divide a 4 in by 8 in rectangle from corner to corner what new shapes do you get?

From one corner diagonally to the opposite corner produces two right triangles with side lengths 4 inches and 8 inches, and hypotenuse 4 (sq rt 5) inches, and area of 16 square inches.Drawing diagonals from both sets of opposite corners produces four isosceles triangles, two with bases of 8 inches/height 2 inches and two with bases of 4 inches/ height 4 inches, all with the same area of 8 square inches.


How do you find the perimeter of a rectangle when only the base and area are given?

If the shape is a rectangle...We know that the AREA equals BASE x WIDTH ... A equals B*WIf we divide both sides by B we get: W equals A/BWe know that the PERIMETER equals ( 2 x BASE ) + ( 2 x WIDTH ) ... P equals 2B+2WWe can substitute W in the perimeter formula as follows:P equals 2B+2WP equals 2B+(2*A/B)So... if you know the Base and Area, you should now use this new formula to get the Perimeter.

Related questions

If you divide a 4 inch by 8 inch rectangle from corner to corner what new shapes do you get?

You get two congruent right triangles when you divide a rectangle diagonally. (This is one way to show that the area of each of those triangles is 1/2*base*height. Rectangle area = (4 in)(8 in) = 32 in2. Triangle area = (1/2)(4 in)(8 in) = 16 in2.)


If you divide a 4 in by 8 in rectangle what new shapes do you get?

A 2 inch by 4 inch, but they are not congruent because they aren't the same size.A congruent shape means the same size and same shape.


What does a diagonal shape look like?

"Diagonal" is not a shape, it is a direction, or orientation. If you drew a line from one corner of a square to the opposite corner, that new line would be diagonal to the square. Here is an example: / or \


What is the location of New York?

In the upper right hand corner, above pensylvania, and has an L shape, a sideways L.


Do all cylinders with the same height and base area have the same shape?

No. You can push a cylinder across its axis - in the same way that a rectangle can be made into a parallelogram. The new cylinder would have a different shape.


What does a diagon look like?

"Diagonal" is not a shape, it is a direction, or orientation. If you drew a line from one corner of a square to the opposite corner, that new line would be diagonal to the square. Here is an example: / or \


If you divide a 4 in by 8 in rectangle from corner to corner what new shapes do you get?

From one corner diagonally to the opposite corner produces two right triangles with side lengths 4 inches and 8 inches, and hypotenuse 4 (sq rt 5) inches, and area of 16 square inches.Drawing diagonals from both sets of opposite corners produces four isosceles triangles, two with bases of 8 inches/height 2 inches and two with bases of 4 inches/ height 4 inches, all with the same area of 8 square inches.


Is it true that a regulatory sign may be in the shape of a vertical rectangle?

How far from a fire hydrant can you park in new york city?Read more: How_far_from_a_fire_hydrant_can_you_park_in_new_york_city


What is the coodinates of a rectangle?

Let's place the rectangle with one corner at the origin. Then one coordinate is (0,0) call this the lower left corner. Now the lower right corner must have a y coordinate of 0 and we call the x the coordinate L for the length of the rectangle. So the lower right corner is (L,0)Now the upper left corner is (0,H) where H is the height of the rectangle.The last corner is the upper right and it (L, H).So the coordinates are (0,0), (L,0), (0,H), (L,H) where L is the length and H is the height.Now we can move or translate the rectangle anywhere we want on the plane.For example, let's move the lower left corner horizontally by 3Then the new x coordinate of the lower left side is 3 so it at (3,0) The lower right side is (L+3,0), the upper right side is (L+3,H) and the upper left side is (3, H)Perhaps you now want to move the rectangle up vertically, say 4. (We already moved it horizontally 3 so we leave that.) So the new y value for the lower left coordinate is 4The left lower corner is at (3, 4)The lower right corner is (L+3, 4)The upper left corner is (3, H+4) andthe upper right corner is (L+3, H+4)What we just did is known as a rigid motion.Any way of moving all the points in the plane such thata) the relative distance between points stays the same andb) the relative position of the points stays the sameis called a rigid motion.More specifically, it is a translation,In Euclidean geometry a transformation in which the origin of a coordinate system is moved to another position but the new axes are parallel to the old; a change of variables of the formx' = x + a, y' = y + b. In our case a=3 and b=4We can either think of moving the rectangle, OR we can look it as leaving the rectangle where it is and moving the coordinate system.


How do you divide a hexagon into 1 kite and 2 isosceles triangles using 2 lines?

1. Pick any vertex corner point on the hexagon 2. Draw straight line, going clockwise, to corner point skipping the corner point next to where you started 3. From the new point draw another straight line to corner point, going clockwise, again skipping the next corner point 4. There you have it!


Do you add or subtract with area?

If you are solving for area of a basic shape, you multiply and follow formulasi.e. square = L^2 rectangle = L*W Circle = (pi)r^2 Triangle = .5BH etc.If you are solving the area for a complex shape, such as a square, rectangle, and triangle conjoined, you add the areas of each individual shape.You will only ever subtract if trying to find a new area after cutting out a shape from it (which won't be done until later maths)


When was New Divide created?

New Divide was created on 2009-05-18.