The three basic shapes of monerans, which are primarily bacteria, are cocci (spherical), bacilli (rod-shaped), and spirilla (spiral-shaped). These shapes help in classifying bacteria and can influence their functions and how they interact with their environments. Additionally, the arrangement of these shapes, such as clusters or chains, can provide further insight into their classification and characteristics.
A point, a line, a plane and a [3-d] space
squades
polygons, I believe.
Plane shapes are geometric shapes in 2 dimensions, but geometric shapes can also be in 1 dimension or 3 dimensions, or, for mathematicians, in more than 3 dimensions.Plane shapes are geometric shapes in 2 dimensions, but geometric shapes can also be in 1 dimension or 3 dimensions, or, for mathematicians, in more than 3 dimensions.Plane shapes are geometric shapes in 2 dimensions, but geometric shapes can also be in 1 dimension or 3 dimensions, or, for mathematicians, in more than 3 dimensions.Plane shapes are geometric shapes in 2 dimensions, but geometric shapes can also be in 1 dimension or 3 dimensions, or, for mathematicians, in more than 3 dimensions.
3-d shapes are not made from 2-d shapes. 3-d shapes may have projections onto a plane that are 2-d.
The 3 basic leaf shapes are Lobed, Smoothed, and Toothed.
Displacement, Semi Displacement and planing
They are a square, a triangle and a circle...
moneran
The three basic shapes are rectangle, triangle, and square
No, moneran cells do NOTT! have a nucleus...
A point, a line, a plane and a [3-d] space
Yes, Moneran does make it own food.
Spacecraft, spherical, crystal, and cylinder , and these are the 4 basic shapes of virus
There are many 2-D shapes: infinitely many polygons, circle, ellipse, and other conic sections as wee as other shapes. None of them is more basic than the rest, so there are either no basic shapes or infinitely many of them. There are many 2-D shapes: infinitely many polygons, circle, ellipse, and other conic sections as wee as other shapes. None of them is more basic than the rest, so there are either no basic shapes or infinitely many of them. There are many 2-D shapes: infinitely many polygons, circle, ellipse, and other conic sections as wee as other shapes. None of them is more basic than the rest, so there are either no basic shapes or infinitely many of them. There are many 2-D shapes: infinitely many polygons, circle, ellipse, and other conic sections as wee as other shapes. None of them is more basic than the rest, so there are either no basic shapes or infinitely many of them.
It's more like, Bacteria is a Moneran. We can't say that a Moneran is a Bacteria because "Monera" is a Kingdom, and Bacteria is an example of organisms under it.
No.