A Triangle Has An Area Of 30 Cm². The Base And Height Are Scaled By A Factor Of 3. What Is The Area Of The Resulting Triangle?

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A Triangle Has An Area Of 30 Cm². The Base And Height Are Scaled By A Factor Of 3. What Is The Area Of The Resulting Triangle?. It is known that a triangle has an area of 30 cm 2. The area of a triangle is 30cm2.

Area of a Triangle Formula, Example, Practice
Area of a Triangle Formula, Example, Practice from math-angel.io

Enter your answer in the box. By scaling the base and height of a triangle by a factor of 3, the area increases by the square of the scaling factor. What is the area of the resulting triangle?

A Triangle Has An Area Of 30Cm^2.


An equilateral triangle has a perimeter of 30 cm in this problem. The area of the triangle has a height. Write down the given information:

Enter Your Answer In The Box.


What is the area of the resulting triangle? The base and height are scaled by a factor of 4. The sides of the triangle are going to be the same link if it is.

A Triangle Has An Area Of 30 Cm².


By scaling the base and height of a triangle by a factor of 3, the area increases by the square of the scaling factor. Let the base be x cm. It is known that a triangle has an area of 30 cm 2.

We Need To Determine The Area Of The New Triangle Whose Base And Height Are The Base And Height Of The Original.


The area of a triangle is 30cm2. Therefore, the area of the resulting triangle is 270 cm². The base and height are scaled by a factor of 3.

What Is The Area Of The Resulting Triangle?


The base and height are scaled by a factor of 3. Recall the formula for the area of a triangle: ∴ base (x) = 5cm and altitude = x + 7 = 5 + 7 = 12cm.

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