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authorBhanukiran2010-11-12 00:59:21 +0530
committerBhanukiran2010-11-12 00:59:21 +0530
commitbb65c7c025f94b9ce9055e9536936be76f0ca01b (patch)
treece7040f4a9c9eecdf1235332387ea740b43c765e
parent7f6333f170d60f4d755d1b446c38146f7d54c77c (diff)
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language check done for `getting started with symbolics`
-rw-r--r--getting-started-with-symbolics/script.rst10
1 files changed, 5 insertions, 5 deletions
diff --git a/getting-started-with-symbolics/script.rst b/getting-started-with-symbolics/script.rst
index 78c2adb..bbd0e22 100644
--- a/getting-started-with-symbolics/script.rst
+++ b/getting-started-with-symbolics/script.rst
@@ -41,11 +41,11 @@ During the course of the tutorial we will learn
* Defining symbolic functions.
* Simplifying and solving symbolic expressions and functions.
-Amongst a lot of other things, Sage can do Symbolic Math and we shall
+In addtion to a lot of other things, Sage can do Symbolic Math and we shall
start with defining symbolic expressions in Sage.
-Hope you have your Sage notebook open. If not, pause the video and
-start you Sage notebook.
+Have your Sage notebook opened. If not, pause the video and
+start you Sage notebook right now.
On the sage notebook type::
@@ -64,7 +64,7 @@ Now if you type::
Sage simply returns the expression.
Sage treats ``sin(y)`` as a symbolic expression. We can use this to do
-symbolic maths using Sage's built-in constants and expressions.
+symbolic math using Sage's built-in constants and expressions.
Let us try out a few examples. ::
@@ -287,7 +287,7 @@ correct ::
as we can see when we substitute the value the answer is almost = 0 showing
the solution we got was correct.
-Following is an (are) exercise(s) that you must do.
+Following are a few exercises that you must do.
%% %% Differentiate the following.