Compound Statement is a statement which is made up of two or
more statements . In this case, each statement is called a component statement.
statements. In
Let us consider some examples.
Find the component statements of the following compound statements.
(iv) O is a positive number or a negative
number.
(iv)The component statements are.
P: 0 is a positive number
q: 0 is a negative number
The connecting word is or
Compound Statement is a statement which is made up of two ormore statements . In this case, each statement is called a component statement.statements. InLet us consider some examples. Find the component statements of the following compound statements..It is raining and it is cold.
Compound Statement is a statement which is made up of two ormore statements . In this case, each statement is called a component statement.statements. InLet us consider some examples. Find the component statements of the following compound statements.() The sky is blue and the grass is green.
Compound Statement is a statement which is made up of two ormore statements . In this case, each statement is called a component statement.statements. InLet us consider some examples. Find the component statements of the following compound statements.(i) All rational numbers are real and all real numbers are complex.
here is an example to illustrate hoW, by looking at the negaton of a statement we may improve our understanding of it.Let us consider the statementp: Everyone in Germany speaks German.The denial of this sentence tells us that not everyone in Germany speaks German.This dooes not mean that no person in Germany speaks German. It says merely that atleast one person in Germany does not speak German.We shall consider more examples.Example 2 Write the negation of the following statements.(ii) √7...
2)Write the component statements of the following compoundstatements and check whether the compound statement is true or false.O is less than every positive integer and every negative integer.
3. Fill in the blank with "all", "no", or "some” to make the following statements true. Note that “some” means one or more instances, but not all. • If your answer is “all”, then give a brief explanation as to why. • If your answer is “no”, then give a brief explanation as to why. • If your answer is “some”, then give two specific examples that illustrate why your answer it not “all” or “no”. An example must include...
PLease answer all... Thank you! 53) An enzyme is (1 pts) an organic catalyst able to change the rate of reaction a protein All of the above are correct. 54) Cyanide is a strong inhibitor of iron-containing enzymes because it binds with iron and deprives the enzyme of its cofactor. This is called O noncompetitive ihibition denaturation O competitive inhibition O constitutive enzymes 55) Enzymes which are produced by the cell only in response to a particular substrate are called...
20.) The term spheroplast applies to a gram-negative bacterial cell which .......? A.) is likely to lyse due to the osmosis shock b.) is just about to ready to produce a spore c.) is fighting off an infection by becteriophages d.) has lost its peptidoglycan layer of the cell wall e.) is lacking a cell wall 17) Peptidoglycan is a polymer consisting of the following chemical constituents (1 pts) ON-acetyglucosamine (AGA), N-acetylmuramic acid, and a peptide chain ON-AGA, N-AMA, teichoic...
here is an example to illustrate hoW, by looking at the negaton of a statement we may improve our understanding of it.Let us consider the statementp: Everyone in Germany speaks German.The denial of this sentence tells us that not everyone in Germany speaks German.This dooes not mean that no person in Germany speaks German. It says merely that atleast one person in Germany does not speak German.We shall consider more examples.Example 2 Write the negation of the following statements.(i) Both...
QUESTION 3 (10 Marks) Suppose you are given an array A[0..n 1 of integers, each of which may be positive, negative, or zero. A contiguous subarray A|i..j] which includes all the items starting at array index i and ending at array index j is called a positive interval if the sum of its entries is at least zero. For example let A-{-1, 3,-5, 2, 0,-4, 3,-6,-2). Ten A[3, 6) is a positive interval since its sum is 2+0+(-4)+3-1, but Al4,7isnot...