Please help. In one Cartesian plane, sketch the graph of a function that will satisfy the properties below. (Each satisfied property is worth two points. Maximum: 20 pts.)
The function's domain is (−4,4).
The function f is continuous at these intervals: (−4,−2), (−2,2), and (2,4).
The function is discontinuous at x=−2.
The function is discontinuous at x=2.
f(−2)=0
f(2)=0
limx→−4+f(x)=∞
limx→−2−f(x)=0
limx→2+f(x)=0
limx→4−f(x)=−∞

Hillary is using the figure shown below to prove pythagorean theorem using triangle similarity: in the given triangle abc, angle a is 90° and segment ad is perpendicular to segment bc. the figure shows triangle abc with right angle at a and segment ad. point d is on side bc. which of these could be a step to prove that bc2 = ab2 + ac2? (6 points) by the addition property of equality, ac2 plus ad2 = ab multiplied by dc plus ad2. by the addition property of equality, ac2 plus ad2 = bc multiplied by dc plus ad2. by the addition property of equality, ac2 plus ab2 = ab multiplied by dc plus ab2. by the addition property of equality, ac2 plus ab2 = bc multiplied by dc plus ab2.