Yes
divide the parralelogram into three sections--a rectangle and two triangles and find the area of each (triangle is 1/2 base x height) (rectangle is length times width
The vertical cross sections are trapezia or triangles. The horizontal cross sections are rectangles which are mathematically similar to the base.
11, I believe.
A trapezium or a triangle. If the pyramid is a right pyramid then they would both be isosceles.
To visually represent multiplying fractions, you can use a rectangular grid. First, draw a rectangle and divide it into equal parts based on the denominator of the first fraction (for example, if multiplying 1/2 by 1/3, divide the rectangle into 2 equal vertical sections). Then, shade in the appropriate number of sections for the numerator of the first fraction and repeat this process for the second fraction by dividing the rectangle horizontally into equal parts based on its denominator and shading the corresponding sections. The overlapping shaded area represents the product of the two fractions.
divide the parralelogram into three sections--a rectangle and two triangles and find the area of each (triangle is 1/2 base x height) (rectangle is length times width
The diagonals divide the quadrilateral into four sections. You can then use the bisection to prove that opposite triangles are congruent (SAS). That can then enable you to show that the alternate angles at the ends of the diagonal are equal and that shows one pair of sides is parallel. Repeat the process with the other pair of triangles to show that the second pair of sides is parallel. A quadrilateral with two pairs of parallel lines is a parallelogram.
The vertical cross sections are trapezia or triangles. The horizontal cross sections are rectangles which are mathematically similar to the base.
11, I believe.
Some cross sections are rectangle and octagon.
A real life example of a right-angled triangle would be a ladder leaning against a wall. And a acute triangle is an example of a umbrella. Some types of an umbrella are divided into a few sections using triangles edit by: A.B
A trapezium, except that when it goes through the apex, it becomes a triangle. If the pyramid is a right pyramid, then the cross sections will be isosceles.
A trapezium or a triangle. If the pyramid is a right pyramid then they would both be isosceles.
A cone has infinitely many triangles. Each cross-section of a cone, when cut parallel to its base, forms a triangle. As the cone tapers to a point, the triangles formed by the cross-sections become increasingly smaller and numerous. Therefore, a cone can be said to have an infinite number of triangles.
If you draw your triangles using the centre of the circle as one vertex and two more on the circumference, the area of the circle is approximately equal to the sum of the areas of the triangles; the smaller you make the triangles, the more accurate your result will be.
Divide square into 4parts gets 4 rhombus shapes
Jamaica's flag has two diagonal yellow lines forming a cross on the flag, which section it off in four parts. The top and bottom sections are equal-sized green triangles, and the left and right sections are equal-sized black triangles.