@@ -508,22 +508,23 @@ <h3 itemprop="name" style="margin:7px">Circumference of a Circle</h3>
508508< span style ="margin:12px " itemprop ="abstract "> < strong > The circumference of a circle is derived from its area algebraically by subtracting a smaller circle and dividing the difference by the difference of the radii.</ strong > </ span >
509509< div style ="margin:12px " itemprop ="step " itemscope itemtype ="https://schema.org/HowToStep ">
510510< meta itemprop ="position " content ="1 ">
511- < span itemprop ="abstract "> Let x represent the theoretical width of the circumference, which distinguishes it from the rest of the circle.
511+ < span itemprop ="abstract "> Let x represent the theoretical width of the circumference, which distinguishes it from the rest of the circle.</ span >
512512</ div >
513513< br > < br >
514514< div style ="margin:12px " itemprop ="step " itemscope itemtype ="https://schema.org/HowToStep ">
515515< meta itemprop ="position " content ="2 ">
516- < span itemprop ="abstract "> The difference between the shape of the straightened circumference and a quadrilateral is negligible.
516+ < span itemprop ="abstract "> The difference between the shape of the straightened circumference and a quadrilateral is negligible.</ span >
517517</ div >
518518< br > < br >
519519< div style ="margin:12px " itemprop ="step " itemscope itemtype ="https://schema.org/HowToStep ">
520520< meta itemprop ="position " content ="3 ">
521- < span itemprop ="abstract "> The length of the two shorter sides of the quadrilateral is x.
521+ < span itemprop ="abstract "> The length of the two shorter sides of the quadrilateral is x.</ span >
522522</ div >
523523< br > < br >
524524< div style ="margin:12px " itemprop ="step " itemscope itemtype ="https://schema.org/HowToStep ">
525525< meta itemprop ="position " content ="4 ">
526526< span itemprop ="abstract "> The length of the two longer sides is the area of the resulting ring divided by x.</ span >
527+ </ div >
527528< br > < br >
528529< div itemprop ="about " itemscope itemtype ="https://schema.org/PropertyValue ">
529530< meta itemprop ="description " content ="Circumference derivation ">
@@ -1833,7 +1834,7 @@ <h3 style="margin:7px">Trigonometry</h3>
18331834< meta itemprop ="contentUrl " content ="https://basic-geometry.github.io/trigonometry.png ">
18341835</ figure >
18351836< br >
1836- < span style ="margin:12px " itemprop ="abstract "> In a right triangle the ratios between the sides and the angles are proportional.</ p >
1837+ < span style ="margin:12px " itemprop ="abstract "> In a right triangle the ratios between the sides and the angles are proportional.</ span >
18371838< br >
18381839< div style ="margin:12px " itemprop ="teaches " itemscope itemtype ="https://schema.org/DefinedTerm " id ="sine ">
18391840< meta itemprop ="inDefinedTermSet " content ="Trigonometry ">
@@ -1882,7 +1883,7 @@ <h4 itemprop="name">The Right Triangle Hypotenuse Theorem</h4>
18821883< br > < br >
18831884< div itemprop ="identifier " itemscope itemtype ="https://schema.org/PropertyValue ">
18841885< span itemprop ="name "> hypotenuse² </ span > =
1885- < span itemprop ="value "> leg< sub > 1</ sub > ² + leg< sub > 2</ sub > ²" > </ span >
1886+ < span itemprop ="value "> leg< sub > 1</ sub > ² + leg< sub > 2</ sub > ²</ span >
18861887</ div >
18871888</ div >
18881889< div id ="trigonometry-lookup ">
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