Happy Tuesday and a very happy book birthday to A Perfect Equation by Elizabeth Everett! This is the second book in The Secret Scientists of London series, and it’s a fantastic historical romance! If you like unique and dynamic characters and an opposites attract romance, then you should totally check this one out!
About the Book:
Title: A Perfect Equation
Author: Elizabeth Everett
Series: The Secret Scientists of London #2
Page Length: 336
Publication Date: Feb. 15, 2022
Publisher: Berkley Books
Synopsis: How do you solve the Perfect Equation? Add one sharp-tongued mathematician to an aloof, handsome nobleman. Divide by conflicting loyalties and multiply by a daring group of women hell-bent on conducting their scientific experiments. The solution is a romance that will break every rule.
Six years ago, Miss Letitia Fenley made a mistake, and she’s lived with the consequences ever since. Readying herself to compete for the prestigious Rosewood Prize for Mathematics, she is suddenly asked to take on another responsibility—managing Athena’s Retreat, a secret haven for England’s women scientists. Having spent the last six years on her own, Letty doesn’t want the offers of friendship from other club members and certainly doesn’t need any help from the insufferably attractive Lord Greycliff.
Lord William Hughes, the Viscount Greycliff cannot afford to make any mistakes. His lifelong dream of becoming the director of a powerful clandestine agency is within his grasp. Tasked with helping Letty safeguard Athena’s Retreat, Grey is positive that he can control the antics of the various scientists as well as manage the tiny mathematician—despite their historic animosity and simmering tension.
As Grey and Letty are forced to work together, their mutual dislike turns to admiration and eventually to something… magnetic. When faced with the possibility that Athena’s Retreat will close forever, they must make a choice. Will Grey turn down a chance to change history, or can Letty get to the root of the problem and prove that love is the ultimate answer?
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