An equilateral triangle has all three angles as 60 degrees, this also makes the triangle an acute triangle.
This makes both p and q true.
P V q is also true, the V means “or”, so if either p or q is true the statement is true
p ∧ q means and, since both p and q are true, this is also true.
The left and right arrows means “implies”, so this is true if and only
if the p is false or q is true (the sentence ((~p)vq) is true). Since Both p and q are true both the left and right arrows are true
The last one means equal and is true if both p and q are the same, which they are, so this is also true,.
All the given statements are true.,
