![]() ![]() He went on to study at the University of Pennsylvania where he majored in English with an emphasis on African-American literature. As a child he showed an interest in music and began playing the piano at age four. His mother gave him the nickname “Legend” after a story she heard on the news about a man who had the same name and had been abducted and killed. Legend was born on December 28th in Springfield, Ohio. In 2007, Legend received the Hal David Starlight Award from the Songwriters Hall of Fame. ![]() He has won ten Grammy Awards, one Golden Globe Award, and one Academy Award. John Stephens, better known by his stage name John Legend, is an American singer, songwriter and actor. ![]() The music video for “All of Me” was directed by Nabil Elderkin and features Legend’s wife Chrissy Teigen.Ĭredit: What Inspired John Stephens to Write This Song The song peaked at number one on the US Billboard Hot 100 chart. It is the third single from Stephens’ fourth studio album Love in the Future (2013). The song was written by Stephens and Gad, and produced by Dave Tozer. “All of Me” is a song by John Stephens and Toby Gad. His latest album, “Love in the Future”, was released in 2013. He has released five studio albums, four of which have topped the US Billboard 200. John Stephens, also known as John Legend, is a Grammy award-winning singer, songwriter and producer. These words have resonated with many people, making “All of Me” one of the most popular love songs in recent years. The chorus is particularly memorable, with the lines “Cause all of me/Loves all of you/Love your curves and all your edges/All your perfect imperfections”. The lyrics are about love and dedication, making it an ideal choice for couples who are pledging their lives to each other. “All of Me” begins with a simple piano melody that sets the tone for the rest of the song. The song was released in 2013 as part of Legend’s fourth studio album, Love in the Future. Justin Fredericks is credited with contributing additional writing. ![]() The song was co-written by John Stephens (better known by his stage name, John Legend) and Toby Gad. Section 2.8 - The Derivative as a Function - 2.John Legend’s “All of Me” is a beautiful piano ballad that has become a popular choice for weddings and other special occasions.Section 2.8 - The Derivative as a Function - 2.8 Exercises.Section 2.7 - Writing Project - Early Methods for Finding Tangents.Section 2.7 - Derivatives and Rates of Change - 2.7 Exercises.Section 2.6 - Limits at Infinity Horizontal Asymptotes - 2.6 Exercises.Section 2.5 - Continuity - 2.5 Exercises.Section 2.4 - The Precise Definition of a Limit - 2.4 Exercises.Section 2.3 - Calculating Limits Using the Limit Laws - 2.3 Exercises.Section 2.2 - The Limit of a Function - 2.2 Exercises.Section 2.1 - The Tangent and Velocity Problems - 2.1 Exercises.Next Answer Chapter 2 - Section 2.5 - Continuity - 2.5 Exercises - : 28 Previous Answer Chapter 2 - Section 2.5 - Continuity - 2.5 Exercises - : 26 Will review the submission and either publish your submission or provide feedback. You can help us out by revising, improving and updatingĪfter you claim an answer you’ll have 24 hours to send in a draft. Therefore, $Q(x)$ is continuous on its domain $(-\infty,\sqrt2)\cup(\sqrt2,\infty)$ Update this answer! The domain of $\sqrt$ and $x^3-2$ are continuous on $(-\infty,\infty)$ ![]()
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