Learn Calculus with applications instead of rigor
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OBJECTIVE: I am looking for some resources/books to learn Calculus. I have searched archives here and noticed that recommended books from reputed authors Spivak, Courant, Hardy, Apostol are based on rigor. I do not want rigor, proofs, theorems and analysis. I want practical side of Calculus. Of course this does not mean I don't like theory, I do want to learn fundamentals of Calculus, I just don't want to be bogged down into too much of details (the way school taught me to hate Math)
BACKGROUND: My field of work is Data Science and Machine-Learning and I need a good grasp of Statistics and Probability, but every book I pick up on these subjects talks in weird inverted-italicised-9 and elongated-corneres-trimmed-S symbols (differential and integral symbols respectively). I have worked through colege algebra from edX MOOC with Arizona State University) and Pre-Calculus from http://www.coolmath.com/ and currently studying Calculus for the Ambitious.
Any recources ?
calculus applications
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up vote
0
down vote
favorite
OBJECTIVE: I am looking for some resources/books to learn Calculus. I have searched archives here and noticed that recommended books from reputed authors Spivak, Courant, Hardy, Apostol are based on rigor. I do not want rigor, proofs, theorems and analysis. I want practical side of Calculus. Of course this does not mean I don't like theory, I do want to learn fundamentals of Calculus, I just don't want to be bogged down into too much of details (the way school taught me to hate Math)
BACKGROUND: My field of work is Data Science and Machine-Learning and I need a good grasp of Statistics and Probability, but every book I pick up on these subjects talks in weird inverted-italicised-9 and elongated-corneres-trimmed-S symbols (differential and integral symbols respectively). I have worked through colege algebra from edX MOOC with Arizona State University) and Pre-Calculus from http://www.coolmath.com/ and currently studying Calculus for the Ambitious.
Any recources ?
calculus applications
Without rigor would be possible, but not without $partial$ and $int$.
– md2perpe
yesterday
@md2perpe I think my post gave out the meaning not intended, hence I have have edited it.
– Arnuld
yesterday
James Stewart is a very standard source for beginning calculus. It is not fully rigorous. However, you're of course going to have to learn the meaning of $int, Sigma, partial$...
– Jair Taylor
yesterday
Have you looked at Schaum's Outline of Calculus and Schaum's 3,000 Solved Problems in Calculus?
– Somos
21 hours ago
add a comment |Â
up vote
0
down vote
favorite
up vote
0
down vote
favorite
OBJECTIVE: I am looking for some resources/books to learn Calculus. I have searched archives here and noticed that recommended books from reputed authors Spivak, Courant, Hardy, Apostol are based on rigor. I do not want rigor, proofs, theorems and analysis. I want practical side of Calculus. Of course this does not mean I don't like theory, I do want to learn fundamentals of Calculus, I just don't want to be bogged down into too much of details (the way school taught me to hate Math)
BACKGROUND: My field of work is Data Science and Machine-Learning and I need a good grasp of Statistics and Probability, but every book I pick up on these subjects talks in weird inverted-italicised-9 and elongated-corneres-trimmed-S symbols (differential and integral symbols respectively). I have worked through colege algebra from edX MOOC with Arizona State University) and Pre-Calculus from http://www.coolmath.com/ and currently studying Calculus for the Ambitious.
Any recources ?
calculus applications
OBJECTIVE: I am looking for some resources/books to learn Calculus. I have searched archives here and noticed that recommended books from reputed authors Spivak, Courant, Hardy, Apostol are based on rigor. I do not want rigor, proofs, theorems and analysis. I want practical side of Calculus. Of course this does not mean I don't like theory, I do want to learn fundamentals of Calculus, I just don't want to be bogged down into too much of details (the way school taught me to hate Math)
BACKGROUND: My field of work is Data Science and Machine-Learning and I need a good grasp of Statistics and Probability, but every book I pick up on these subjects talks in weird inverted-italicised-9 and elongated-corneres-trimmed-S symbols (differential and integral symbols respectively). I have worked through colege algebra from edX MOOC with Arizona State University) and Pre-Calculus from http://www.coolmath.com/ and currently studying Calculus for the Ambitious.
Any recources ?
calculus applications
edited yesterday
asked yesterday
Arnuld
165
165
Without rigor would be possible, but not without $partial$ and $int$.
– md2perpe
yesterday
@md2perpe I think my post gave out the meaning not intended, hence I have have edited it.
– Arnuld
yesterday
James Stewart is a very standard source for beginning calculus. It is not fully rigorous. However, you're of course going to have to learn the meaning of $int, Sigma, partial$...
– Jair Taylor
yesterday
Have you looked at Schaum's Outline of Calculus and Schaum's 3,000 Solved Problems in Calculus?
– Somos
21 hours ago
add a comment |Â
Without rigor would be possible, but not without $partial$ and $int$.
– md2perpe
yesterday
@md2perpe I think my post gave out the meaning not intended, hence I have have edited it.
– Arnuld
yesterday
James Stewart is a very standard source for beginning calculus. It is not fully rigorous. However, you're of course going to have to learn the meaning of $int, Sigma, partial$...
– Jair Taylor
yesterday
Have you looked at Schaum's Outline of Calculus and Schaum's 3,000 Solved Problems in Calculus?
– Somos
21 hours ago
Without rigor would be possible, but not without $partial$ and $int$.
– md2perpe
yesterday
Without rigor would be possible, but not without $partial$ and $int$.
– md2perpe
yesterday
@md2perpe I think my post gave out the meaning not intended, hence I have have edited it.
– Arnuld
yesterday
@md2perpe I think my post gave out the meaning not intended, hence I have have edited it.
– Arnuld
yesterday
James Stewart is a very standard source for beginning calculus. It is not fully rigorous. However, you're of course going to have to learn the meaning of $int, Sigma, partial$...
– Jair Taylor
yesterday
James Stewart is a very standard source for beginning calculus. It is not fully rigorous. However, you're of course going to have to learn the meaning of $int, Sigma, partial$...
– Jair Taylor
yesterday
Have you looked at Schaum's Outline of Calculus and Schaum's 3,000 Solved Problems in Calculus?
– Somos
21 hours ago
Have you looked at Schaum's Outline of Calculus and Schaum's 3,000 Solved Problems in Calculus?
– Somos
21 hours ago
add a comment |Â
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Without rigor would be possible, but not without $partial$ and $int$.
– md2perpe
yesterday
@md2perpe I think my post gave out the meaning not intended, hence I have have edited it.
– Arnuld
yesterday
James Stewart is a very standard source for beginning calculus. It is not fully rigorous. However, you're of course going to have to learn the meaning of $int, Sigma, partial$...
– Jair Taylor
yesterday
Have you looked at Schaum's Outline of Calculus and Schaum's 3,000 Solved Problems in Calculus?
– Somos
21 hours ago