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$$\int (1 + \tan x) dx$$
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Step by Step Written Solution
Hi Ahmed, let's solve this integration problem together. We need to find the integral of one plus x plus tan squared of x with respect to x.
حل التكامل
To make this easier, we can recall a fundamental trigonometric identity.
متطابقة مثلثية:
We know that one plus tan squared of x equals secant squared of x. Let's write that down.
Now, let's look at our integral again and regroup the terms to use this identity.
We replace one plus tan squared with secant squared.
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