what are simple and compound proposition

A statement of something to be done or considered is called proposition. You are familiar with statements such as If two straight lines intersect each other then the vertically opposite angles are equal. The angles opposite to equal sides of a triangle are equal. Proposition is..

Simple and Compound Leaves - A leaf, in which the lamina is a single blade, is described as a simple leaf. It may be entire as in Mango or lobed as in Cotton. A compound leaf is one whose lamina is split into one or more distinct segments, called leaflets. Th..

A leaf, in which the lamina is a single blade, is described as a simple leaf. It may be entire as in Mango or lobed as in Cotton. A compound leaf is one whose lamina is split into one or more distinct segments, called leaflets. The primary axis on which the leaflets are arranged..

Prepositions can be classified based on their form. Some simple prepositions are: at, for, from, to, up, with, through, till, by Some compound prepositions are: beneath, along, across, about, between, beyond, inside, outside, bel..

Compounds formed by the combination of two different elements are called binary compounds. Example: CO, CCl 4 , H 2 S, NaCl, NH 3 , HBr. Binary compounds may be ionic or molecula..

Rock Salt (or NaCl) Type of Structure - fig 2..

. Nitrogen combines with oxygen to form nitric oxide by absorbing heat. A candle burns in air to produce water and carbon dioxide, liberating heat and light. During the process of photosynthesis, carbon dioxide and water combine to form carbohydrate with absorption of light energy. The combination ..

Propositions are of two kinds namely Theorem and Problems A theorem is a generalised statement, which can be proved logically. A theorem has two parts, a hypothesis, which states the given facts and a conclusion which states the property to be proved. The two statements given above ..

Introduction - Geometrical figures help us to understand various geometrical concepts. When we prove geometrical propositions by logical reasoning, we draw only a rough figure and we do not need to take accurate measurements but geometrical constructions have to be drawn accurately to the..

Introduction - Geometrical figures help us to understand various geometrical concepts. When we prove geometrical propositions by logical reasoning, we draw only a rough figure and we do not need to take accurate measurements but geometrical constructions have to be drawn accurately to the..