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# How is the area of ​​the rhombus calculated? How is the area of ​​the rhombus calculated?

The area of ​​the rhombus can be calculated as that of any parallelogram: A = a · h, where a is the base and h the height.

## How do you calculate the area of ​​a rhombus having the side?

calculate the area of ​​a rhombus whose side measures 10 cm and the height of 9 cm. We apply the formula: A = lxh = 10 x 9 = 2 cm90.

## How is the area of ​​the elementary school rhombus calculated?

The formula for calculating the area of ​​the rhombus (as you can see in the figure) will therefore be the following: (dx D): 2. By carrying out the example we will therefore obtain: (6 cm x 8 cm): 2 = 48 cm ^ 2 : 2 = 24 cm ^ 2.

## How to find the area and perimeter of a rhombus?

Just add the measurement of all sides. In this case, having the rhombus four sides of the same length, just multiply one side by 4. In the figure above we have seen that the side measures "a", so the formula for the perimeter is: PERIMETER OF THE RHOMBUS = 4 · a.

## How do you find the perimeter of the rhombus with the diagonals?

Just divide the diagonals into 2 and apply the Pythagorean theorem to calculate the hypotenuse, which would be the side and then multiply it by 4 which are the number of sides of the rhombus.

## Find 34 related questions

### How do you find the perimeter with the area?

Calculation of the square perimeter with the area

To calculate the perimeter of the square from the area, the square root of the area must be extracted and the result multiplied by 4.

### How do you calculate the area of ​​the rhombus inverse formulas?

d2 = (A x 2) / d1. Example: a rhombus has the largest diagonal measuring 20 cm and the area equal to 2 cm130.

### How do you calculate the area of ​​a right triangle?

The area of ​​the right triangle can be calculated by multiplying the measurements of the two legs and dividing the result by 2, or by dividing the product between the measurements of the hypotenuse and the height of the right triangle by 2.

### How do you find the side of a primary school rhombus?

The general formula, applicable to the rhombus, of the Pythagorean theorem is: Side =? (D) ² + (D2) ². Therefore you will have to square root the greater diagonal (D) and multiply it to the square, then you will have to add the value to the smaller diagonal (D2) and also multiply the latter to the square.

### How many bases can there be in a rhombus?

Since the sides of the rhombus are all the same length it is an EQUILATERAL POLYGON. In the ROMBO, normally, the base and the height are not distinguished, but we speak generically of LATI.

### How do you calculate the perimeter and area of ​​the right triangle?

1. How is the area of ​​the right triangle calculated? Let's see the formula and an example together. Right triangle area formula: A = i × h: 2.
2. Right triangle perimeter formula: 2p = i + c1 + c2.
3. Given a triangle with data i = 10m, c1 = 5m, c2 = 6m i = 10 m, c 1 = 5 m, c 2 = 6 m, calculate the perimeter.

### How to calculate the area with the hypotenuse?

Right triangle area with the hypotenuse

That is, Area = base by height divided by two. Statement of the formula: the area of ​​the right triangle is calculated by performing the half product between the hypotenuse and the height relative to the hypotenuse.

### How do you calculate the 2p of the right triangle?

The perimeter of a right triangle is given by the sum of the measurements of its sides, therefore to determine the perimeter the length of the hypotenuse must be added to the measurements of the two sides of the right triangle.

### What are the inverse formulas of the triangle?

• In the previous lesson we learned that the TRIANGLE AREA is equal to the HALF of the PRODUCT of the measure of the BASE for the relative HEIGHT. In other words, the area of ​​the triangle is given by:
• A = (b x h)/2. dove.
• A = area of ​​the triangle.
• b = base.
• h = height. ...
• Here are the INVERSE FORMULAS:
• b = (A x 2)/ h.
• h = (A x 2)/ b.

### How is the inverse formula done?

There is a very simple procedure that allows you to calculate any inverse formula, it is based on the fact that multiplying or dividing both members of an equality by the same number still obtains an equality.

### How do you calculate the perimeter of a rectangle having the area?

Write the formula for the area and perimeter of the rectangle.

The formula used to find the area of ​​the rectangle is "A = bxh". The formula for the perimeter of the rectangle is "P = 2 x (b + h)". In the previous formulas "A" is the area, "P" is the perimeter, "b" is the base of the rectangle and "h" its height.

### How do you calculate the dimensions of a rectangle knowing the area?

A = bxh = 6 cm x 4 cm = 24 cm2. Now let's imagine we only know the area and the base of the rectangle. It is evident that we can calculate the height as follows: h = A / b = 24/6 = cm 4.

### How do you calculate the area?

Multiply base by height to calculate area.

This means that area is simply the product of base and height.

### How to find the smallest diagonal of a rhombus with the largest diagonal and area?

Indicate with d1 the greater diagonal and with d2 the smaller one. To calculate the area, A = (d1 x d2) / 2, from which you can derive the inverse formulas for each diagonal. Hence: d1 = 2A / d2. To find the largest diagonal instead: d2 = 2A / d1.

### How do you calculate the height of a rhombus knowing the perimeter?

To find the height from the perimeter of the diamond, the problem text must provide the area of ​​the diamond or other useful data to derive it. From the perimeter we can in fact find the measure of the side of the rhombus, and then calculate the height as the ratio between area and measure of the side.

### How is the perimeter and area of ​​the isosceles trapezium calculated?

ISOSCELE KEYSTONE: PERIMETER FORMULA

The perimeter of the isosceles trapezium is obtained by adding the two bases (major and minor) and the two sides of the trapezium.

### How do you calculate the area of ​​an isosceles triangle having the perimeter?

To calculate the area, we need the base. The problem gives us the measure of the perimeter for which, by making the inverse formula of the calculation of the perimeter of the isosceles triangle, we obtain the base. A = 8 × 3: 2 = 12cm².

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