Cover of A Perfect Equation by Elizabeth Everett
Historical

A Perfect Equation

by Elizabeth Everett

The Secret Scientists of London

336 pages · Paperback

In Victorian London, mathematician Letitia "Letty" Fenley runs Athena's Retreat, a ladies' club that secretly shelters women scientists, while preparing for a prestigious mathematics prize. She must share responsibility for keeping the club safe with William Hughes, Viscount Greycliff, a man she has history with and cannot stand, despite the obvious attraction. When Grey's career ambitions push him to agree to shut the club down, their partnership turns into a battle. Kirkus places it among the standout feminist historical romances.

Enemies to Lovers
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About This Book

A Perfect Equation is a historical romance novel by Elizabeth Everett, first published in 2022 by Berkley. It is part of the The Secret Scientists of London series and runs 336 pages. Readers can expect enemies to lovers.

At a glance

Genre
Historical
Trope
Enemies to Lovers
Length
336 pages
Format
Paperback

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Overview

What We Know About This Book

Verified Details

GenreHistorical
AuthorElizabeth Everett
Length336 pages
SeriesThe Secret Scientists of London
PublisherBerkley

This book’s full EIKNA intelligence profile is still being prepared. The details shown here come from the current catalog record and may be expanded as our editorial review progresses.

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About the Author

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Elizabeth Everett

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Publication Details

Publisher
Berkley
Format
Paperback
Length
336 pages
Language
English
ISBN-13
9780593200643

A Perfect Equation: quick answers

Who wrote A Perfect Equation?
A Perfect Equation was written by Elizabeth Everett.
When was A Perfect Equation published?
A Perfect Equation was first published in 2022 by Berkley.
What genre is A Perfect Equation?
A Perfect Equation is a historical romance novel, with enemies to lovers.
How many pages is A Perfect Equation?
A Perfect Equation is 336 pages long (Paperback).
Is A Perfect Equation part of a series?
Yes — it is part of the The Secret Scientists of London series.

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