math
posted by Anonymous .
1 statement 2 is false
2 statement 3 is false
3 statement 4 is false
4 statement 1 is false
four statments are given above. how many of the statements are true?

Incomplete.
Respond to this Question
Similar Questions

math
can someone correct this for me... solve: 4(2x  3) = 8x + 5 my answer: this equation has no solution because they don't equal i get 0=7 4(2x3)=8x+5 8x+12=8x+5 0(x)=7 So am I correct You are right, let me explain a bit more. … 
Grammar and Composition
please check my answers: Write true if the statement is true, and false if the statement is false. 1. An Etymology is a type of dictionary. False 2. An unabridged dictionary is a condensed version. False 3. Etymologies appear in [ … 
Math
write the converse and contrapositive for the conditional statement below. decide whether each of the three statements is true or false. provide a counterexample for any false statement. If n is a prime number, then n+1 is an even … 
Math
write the converse and contrapositive for the conditional statement below. decide whether each of the three statements is true or false. provide a counterexample for any false statement. If n is a prime number, then n+1 is an even … 
English12
Below, you will find a list of sentences. After each sentence, select true if the topic of the statement is suitable to form the basis of a single persuasive paragraph. If the topic of the statement in your textbook is unsuitable for … 
math
Indicate whether each statement is true or false by checking the appropriate box in the table below. a. 2x is a factor of the expression (2x + y ). True or False b. (2x + y ) is a factor of the expression 3(2x + y ). True or False … 
logical statementsurgent
I have to come up with a logical statement when making a truth table that has these conditions: The statement is always false if both P and Q are true. Otherwise, the statement is true if Q is true but R is not true. so far I have … 
Calculus
Determine whether the statement is true or false. If it is false, give an example for which the statement fails. a) if f has a relative maximum at x0, then f(x0) is the largest value that f(x) can have 
Math
Determine whether the statement is true or false. If the statement is true of false explain why. Can you please help? 
math
Is each biconditional statement true or false?