Given the rectangle ABCD
Given BC=X and the side AB is larger by 4 cm than the side BC.
The area of the triangle ABC is 8X cm².
What is the area of the rectangle?
Given the rectangle ABCD
Given BC=X and the side AB is larger by 4 cm than the side BC.
The area of the triangle ABC is 8X cm².
What is the area of the rectangle?
The area of the triangle is 16.
Calculate X.
The area of the triangle is 9.
Calculate X.
The area of the triangle below is equal to 21.
Calculate X.
Since the area of the triangle is equal to 15.
Find X.
Given the rectangle ABCD
Given BC=X and the side AB is larger by 4 cm than the side BC.
The area of the triangle ABC is 8X cm².
What is the area of the rectangle?
Let's calculate the area of triangle ABC:
Multiply by 2:
Divide by x:
Let's move 4 to the left side and change the sign accordingly:
Now let's calculate the area of the rectangle, multiply the length and width where BC equals 12 and AB equals 16:
192
The area of the triangle is 16.
Calculate X.
8
The area of the triangle is 9.
Calculate X.
6
The area of the triangle below is equal to 21.
Calculate X.
6
Since the area of the triangle is equal to 15.
Find X.
10
The area of the triangle is 12.
Calculate X.
Since the area of the triangle is equal to 15.
Find X.
The area of the triangle below is equal to 3.
Calculate X.
The area of the triangle is equal to 18.
Calculate X.
Calculate X using the data in the figure below.
The area of the triangle is 12.
Calculate X.
8
Since the area of the triangle is equal to 15.
Find X.
6
The area of the triangle below is equal to 3.
Calculate X.
3
The area of the triangle is equal to 18.
Calculate X.
6
Calculate X using the data in the figure below.
3
Look at the triangle ABC below.
BC = 6
AD = X
Express the area of the triangle using X.
Express the area of the triangle ABC in terms of X.
Look at the triangle ABC below.
BC = 6
AD = X
Express the area of the triangle using X.
Answers B and C are correct.
Express the area of the triangle ABC in terms of X.