geometryFind the area of the circle with radius 8/9 cm.
Given the radius r= 8/9.
We need to find the area of the circle.
We know that the formula of the area of a circle is given by:
A = r^2 * pi where r is the radius.
Then, we will substitute with r= 8/9.
==> A = (8/9)^2 * pi = 64*pi/81 = 2.48 ( approx)
Then, the area of the circle whose radius is 8/9 is 2.48 square units.
The area of the circle is given by the formula:
A = pi*R^2, where R is representing the radius of the circle.
From enunciation, we know the value of the radius. We'll multiply the radius by itself, to raise it to the square:
R = 8/9 cm
R^2 = 64/81 cm^2 (note that we are raising to the square and the units of measure, also)
We'll substitute the value of R^2 in the formula of the area:
A = pi*64/81 cm^2
We'll substitute pi = 3.14
A = 3.14*64/81 cm^2
A = 2.5 cm^2 approx.