Goodbye, my mate Reviews

Very interesting story. Some chapters were a bit boring but curiousity kept me reading. I also got agitated by Leah who could not seem to make up ger mind what she wanted. The twister is that I did not foresee the way this book ended. Now I have more questions than answers. This also shows how people will allow their greed and desire for power to override common sense. I certainly hope there is a sequel to this book

So far so good. I just hate how the female falls week to the alpha male even after the mate bond is rejected and treats her like crap. I do love that the FMC is a bada** in her own way though and that she is underestimated by those who see her as a week shewolf. Her mate is not likable at all so far. He is a complete idiot and a** I can't wait to see what comes of their situation

This is a rollercoater. Lucas needs plenty of lessons. I hope he is able to work things out with his wife who no doubt still loves him. Each character adds to the storyline and keeps me engaged. I am so excited and anxious for the moment Lucas finds out Lucian is his wife's brother. Although I don't understand why she doesn't just clear the air where concerning that. She also needs to get in control of her feelings, almost like she is all over the place because she is addicted to attractive men. Overall this story is going great.

There are quite a few grammatical mistakes and there are also few parts of story which doesn't even make sense . Like in one scene Lucas knew that leah is lycan princess it is clearly written not one but in two chapters yet in another scence it is shown he is unaware of this fact . I have read this same exact story with each and every exactly same details before only difference is the name of the characters .

So far so good! I just wished it was easier to read chapters continuously. The author knows how to get under your skin with uncontrolled emotions from the characters but it makes you crave another chapter. I love how quickly the story develops and how honest the characters are at the right spots. It's very satisfying. The characters are all well defined and relatable to an extent and it makes for a smooth story line and plot unraveling. Thank you for sharing your creativity!

The story is very gripping and leaves you wanting to read more. I can relate to Leah, us, females try so hard to be the perfect partner and hide who we truly are, just to make our partners happy. We tend to suffer in silence until one day, the limit is reached and then we decide to walk away. It's sad how true it is, that that's when males tend to realize what they have lost and fight for it. It makes one wonder, why couldn't you be that way when you had me. All in all, love the story !

It was hard to get into at first. Then when all the abuse started, I almost put it down. But I am one that really has to finish a book, whether I I like it or not. Then slowly it started growing on me. I slowly got well immersed into the story line. Slowly getting to know the characters. Absolutely loving some, while hating others with a vile contempt. Now as I am at the end. I am left hanging. Hoping I can find the next book that I feel I absolutely must read.

Loved this book…now will there be a bonus chapter or 3 to see if Darren magically shows up? So many questions…what about the baby, will Leah get back with Lucas, will Darren see through the bs of Josephine and reject her? Will Lucien take over as Lycan King and possibly destroy his brother Leo for all his atrocities, along with everyone else who has betrayed their family? Forget one chapter or 3…this definitely deserves a sequel in the future. Thanks!

Contains the zero vector: The zero vector in ℝ³ is (0, 0, 0). Let's check if it belongs to 𝐻: (𝐻 = {[𝑎, 0, 𝑏]: 𝑎 \text{ and } 𝑏 \text{ are real}}) We can choose (𝑎 = 0) and (𝑏 = 0), then [0, 0, 0] belongs to 𝐻.Closed under addition: Let's take two arbitrary vectors (u = [𝑎₁, 0, 𝑏₁]) and (v = [𝑎₂, 0, 𝑏₂]) from 𝐻 and check if their sum is also in 𝐻: (u + v = [𝑎₁ + 𝑎₂, 0 + 0, 𝑏₁ + 𝑏₂]) Since (𝑎₁ + 𝑎₂) and (𝑏₁ + 𝑏₂) are real numbers, this satisfies the condition for 𝐻.Closed under scalar multiplication: Let's take an arbitrary vector (u = [𝑎, 0, 𝑏]) from 𝐻 and a scalar (c), and check if their product is in 𝐻: (c \cdot u = c \cdot [𝑎, 0, 𝑏] = [c𝑎, 0, c𝑏]) Since (c𝑎) and (c𝑏) are real numbers, this satisfies the condition for 𝐻.Commutativity of addition: We'll demonstrate that for any two polynomials ( p(t) ) and ( q(t) ) in ( P_3 ), ( p(t) + q(t) = q(t) + p(t) ).Let's take ( p(t) = 2 + 3t + 4t^2 + t^3 ) and ( q(t) = -t + 5t^2 - t^3 ). Now, we'll calculate both ( p(t) + q(t) ) and ( q(t) + p(t) ), which should yield the same result, confirming commutativity.Scalar multiplication identity: We'll demonstrate that for any polynomial ( p(t) ) in ( P_3 ), ( 1 \cdot p(t) = p(t) ).Sure, let's demonstrate the scalar multiplication identity for the vector space ( P_3 ), which consists of polynomials of degree at most 3.Consider the polynomial ( p(t) = 2 + 3t + 4t^2 + t^3 ) in ( P_3 ). 6 7 8

I really enjoyed the novel, wish it didn't end the way it did. It definitely had a great way to pull you in to keep you reading. However it didn't speak of Leo a great deal to end with him killing his sister. This novel could have been greater if the ending would have been different in my opinion. I do hope that there is a second part of this novel with a better thrilling ending. I'm not much of a ending with the important people dying the way she died.