Question

what is the symbolic representation of the following statement? if the triangle is a right triangle, then it is not equilateral. a $q\to\sim p$ b $p\to\sim q$ c $\sim q\to\sim p$ d $\sim q\to p$

Explanation:

Let \(p\) represent "the triangle is a right triangle" and \(q\) represent "the triangle is equilateral". The statement "If the triangle is a right triangle, then it is not equilateral" is in the form of a conditional statement \(p
ightarrow
eg q\).

Answer:

B. \(p
ightarrow\sim q\)