Show that the statement
p: ''If x is a real number such that `x^(3) + 4x = 0`, then x is 0'' is true by direct method

Consider the statement: p: If x is real number such that x^(3)+4x=0 , then x=0, prove that p is true statement, using (a) method of contradication and (b) method of contrapositive

Using contrapositive method show that the following statement is true. If x is a real number such that x^3=-4x then x = 0.

Check the validity of the compound statement :If x be a real number such that 2x^3+5x=0 , then x=0" by contrapositive method

p: If x is a real number such that x^3+4x=0 ,then x=0,prove that p is true statement ,using method of contradiction

p: If x is a real number such that x^3+4x=0 ,then x=0,prove that p is true statement ,using method of contraopositive.

Check the validity of the following compound statement using Direct Method If x is a real number such that 2x^(3)+5x=0, "then "x=0

Check the validity of the following compound statement using Contrapositive Method If x is a real number such that 2x^(3)+5x=0, "then "x=0

Check the validity of the following compound statement using Contradiction Method If x is a real number such that 2x^(3)+5x=0, "then "x=0

Check the validity of the following compound statement using (i) direct method contrapositive method and (iii) contradiction method If x is a real number such that 4x^(3)+3x=0, " then" x=0

‘If for any real no x, x^3 + x = 0 , then x =0’ prove this by the method of contradiction