STEM bileşenlerine dipnot ekleme

Bir STEM bileşenine dipnot eklemek için aşağıdaki yönergeleri kullanın:

<a class="note-link" href="#note-1">a term with footnote</a> ve <article class="note" id ="note-1">Footnote text</article> etiketlerini birlikte kullanın.
<a> etiketindeki href değeri ile <article> etiketindeki id değeri aynı olmalıdır.

Tüm işlemler doğru şekilde yapıldığında, dipnot metni bağlantıya (anchor etiketi) tıklanana kadar görünmez.

Örnek


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<p> There are two basic operations defined for vectors: multiplication by a number and addition. We review them separately below. When studying these operations, it is important to understand that a vector does not have a particular location in space. It is <a class="note-link" href="#note-1"><i>displacement-invariant</i></a>: displacing a vector without changing its direction results in the same vector. </p> <article class="note" id="note-1"> In physics, a vector can sometimes be ascribed a specific location. For example, a force can be exerted at a particular point, and its location may matter for the resulting motion — a door is easier to open when pushing on the handle rather than near the hinge. However, when studying operations with vectors, we abstract from this feature and consider vectors displacement-invariant. </article>

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<p>     There are two basic operations defined for vectors: multiplication by a number and addition. We review them     separately below. When studying these operations, it is important to understand that a vector does not have     a particular location in space. It is <a class="note-link" href="#note-1"><i>displacement-invariant</i></a>:     displacing a vector without changing its direction results in the same vector.   </p>   <article class="note" id="note-1">     In physics, a vector can sometimes be ascribed a specific location. For example, a force can be exerted at a     particular point, and its location may matter for the resulting motion &mdash; a door is easier to open when     pushing on the handle rather than near the hinge. However, when studying operations with vectors, we abstract     from this feature and consider vectors displacement-invariant.   </article>

STEM bileşenlerine quiz ekleme

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