Help Please! (I didn't click the one I did on purpose I just can't un-click it) a bThe Division Property of Equality says that for every real number a, b, and c, if a = b and c #0, then = Why does the property state that c #0?сChoose the correct answer below.ⒸA. When c = 0, both sides of the equationO B. When c = 0, both sides of the equationO C. When c = 0, both sides of the equationO D. When c = 0, both sides of the equationaсaсaсaсbare undefined and undefined expressions do not equal anything.Cсbare equal to 0, so the equation is false even if a= b.сbare equal to 0, so the equation is true even if a# b.сbare undefined, so the equation is true even if a# b.с

Answered: Image /qna-images/answer/c98404f9-9fd1-4cff-b0ce-277447de689e.jpg

The Division Property of Equality says that for every real number a, b, and c, if a = b and c #0, then Choose the correct answer below. A. When c = 0, both sides of the equation O B. When c = 0, both sides of the equation a | C a | -= с U b olu с a b | L с are undefined and undefined expressions do not equal anything. are equal to 0, so the equation is false even if a= b. a b OC. When c = 0, both sides of the equation === are equal to 0, so the equation is true even if az b. с с Why does the property state that c #0? a b O D. When c = 0, both sides of the equation === are undefined, so the equation is true even if a b. с с