In any measurments the accuratly know digits and the first doubtfull digit are called significant figures
Significant figures are those that are actually required to specify a quantity, and can be used in working with that quantity. Thus if you are using a ruler with millimeter divisions to measure something, you can only measure to the nearest millimeter. If you were measuring the diameter of a circle in order to calculate the perimeter of the circle, you could look up the value of Pi to as many decimal places as you like, say 10 places, and so your value of the perimeter ( Pi x d) would appear to be extremely accurate having a value quoted to 10 decimal places. But in fact it would only be accurate to the nearest millimeter, as was the diameter you measured, so the decimal places beyond the number of whole millimeters should be discarded, as non-significant. They could be real, but you can't say if they are or not, so best not to quote them. This is an example of the idea-don't present a result as more accurate than the components which went into it.
Energy is hard to define because it comes in various forms and can be transferred or transformed in many ways. Additionally, energy is a concept that is used to describe the capacity of a system to do work or produce heat, making it abstract and difficult to pin down with a single, universally agreed upon definition.
"covalent" OR "covalent bond"
no i cant answer it
Context clues help you define the definition of the word.
Exactly identical to each other
The definition of congruent is...Figures that have the same size and shape.
Significant figures are those that are actually required to specify a quantity, and can be used in working with that quantity. Thus if you are using a ruler with millimeter divisions to measure something, you can only measure to the nearest millimeter. If you were measuring the diameter of a circle in order to calculate the perimeter of the circle, you could look up the value of Pi to as many decimal places as you like, say 10 places, and so your value of the perimeter ( Pi x d) would appear to be extremely accurate having a value quoted to 10 decimal places. But in fact it would only be accurate to the nearest millimeter, as was the diameter you measured, so the decimal places beyond the number of whole millimeters should be discarded, as non-significant. They could be real, but you can't say if they are or not, so best not to quote them. This is an example of the idea-don't present a result as more accurate than the components which went into it.
A wrap style dress would look great as it would define the waist.
baseline on which figures appear to stand in artwork, usually term pertains to relief sculptures
Both congruent and similar figures are types of geometric figures that share specific relationships. Congruent figures have the same shape and size, meaning all corresponding sides and angles are equal. In contrast, similar figures have the same shape but may differ in size; their corresponding angles are equal, and their sides are proportional. Ultimately, both types of figures maintain certain geometric properties that define their relationships.
Your personality and how you treat other people are the 2 biggest things that define you as a person. People will almost instantly see what type of person you are in a first conversation with them.
That depends how you define the perimeter for a cube. The term perimeter is usually used for plane figures, not for 3D solids.
Raphael's first significant painting is often considered to be "The Marriage of the Virgin," created in 1504. This work showcases his early mastery of composition and figures, depicting the biblical marriage of Mary and Joseph. It reflects the influence of his predecessors, particularly Perugino, while also hinting at Raphael's developing style that would later define the High Renaissance.
There can be only subjective answers to your question. There is no "lowest," since it depends on how you define "significant," but 0.5c is usually considered to be the point were the rate of change begins to take off rapidly.
Euclid wrote "The Elements", in which he made many rules that define the geometry taught in schools today.
No. Earthquake forces can be horizontal, or nearly so, but they can also have a significant vertical component as well.