The area is 9 inches2
Formula for Area of A Triangle: 1/2 b x h (1/2 the base times the height). The answer will be written in the name of the units squared. Example: A triangle has a base of 10 inches and a height of 3 inches. base: 10in height: 3in So, 1/2 b x h: 5 x 3= 15 inches squared (Can also be written as 15 inches with a small exponent two.)
It is an isosceles triangle which has two equal sides
3+3+7+7 = 20 inches
The dimensions given fit that of a right angle triangle
A cylinder with a radius of 7in and a length of 3in has a total surface area of about 439.82 square inches.
Formula for Area of A Triangle: 1/2 b x h (1/2 the base times the height). The answer will be written in the name of the units squared. Example: A triangle has a base of 10 inches and a height of 3 inches. base: 10in height: 3in So, 1/2 b x h: 5 x 3= 15 inches squared (Can also be written as 15 inches with a small exponent two.)
20 in
It is an isosceles triangle which has two equal sides
It is an isosceles triangle
Base x Height.... The base of a cylinder is a circle. So you first find the area of the circle. pi times the radius squared. (for example, with a cylinder with a radius of 2in and a height of 3in, the area of the base would be about 2 x 2 x 3.14 = 12.56 Then you multiply the area of the base with the height. So going with our example, 12.56 x 3 = 37.68 inches. Think about it this way: The volume of a rectangular prism is length x width x height. The base of a rectangular prism is a rectangle , and to find the area of that is length x width. So it's the area of the base (which is length x width) x the height.
3+3+7+7 = 20 inches
A triangle with side a: 9, side b: 9.5, and side c: 3 inches has an area of 13.5 square inches.
The volume of a cylinder with a 3in radius and 10in height is: 283 cubic inches.
first you multiply each side by 1,000,000 then you find the surface area of a cylinder that has a diameter of 3in and the height of 6in
The dimensions given fit that of a right angle triangle
6ft, 3in.
Prince William is 6'3" in height.