Updated spacing between @ latex expressions

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@@ -6,14 +6,14 @@
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− <meta name="description" content="A bar of mass m is placed on the horizontal board. The board is slowly tilted. Determine the dependence of the friction force acting on the bar on the angle of inclination of the board \alpha. Coefficient of friction \mu.">
+ <meta name="description" content="A bar of mass m is placed on the horizontal board. The board is slowly tilted. Determine the dependence of the friction force acting on the bar on the angle of inclination of the board \alpha . Coefficient of friction \mu .">
<meta name="author" content="Aliaksandr Melnichenka">
<meta name="date" content="2023-10" scheme="YYYY-MM">
− <meta property="og:title" content="A bar of mass m is placed on the horizontal board. The board is slowly tilted. Determine the dependence of the friction force acting on the bar on the angle of inclination of the board \alpha. Coefficient of friction \mu.">
+ <meta property="og:title" content="A bar of mass m is placed on the horizontal board. The board is slowly tilted. Determine the dependence of the friction force acting on the bar on the angle of inclination of the board \alpha . Coefficient of friction \mu .">
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− <meta property="og:description" content="A bar of mass m is placed on the horizontal board. The board is slowly tilted. Determine the dependence of the friction force acting on the bar on the angle of inclination of the board \alpha. Coefficient of friction \mu.">
+ <meta property="og:description" content="A bar of mass m is placed on the horizontal board. The board is slowly tilted. Determine the dependence of the friction force acting on the bar on the angle of inclination of the board \alpha . Coefficient of friction \mu .">
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− <title>A bar of mass m is placed on the horizontal board. The board is slowly tilted. Determine the dependence of the friction force acting on the bar on the angle of inclination of the board \alpha. Coefficient of friction \mu.</title>
+ <title>A bar of mass m is placed on the horizontal board. The board is slowly tilted. Determine the dependence of the friction force acting on the bar on the angle of inclination of the board \alpha . Coefficient of friction \mu .</title>
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@@ -81,15 +81,15 @@
</p>
<p>
2. The equation of Newton's second law allows us to determine the maximum value of acceleration
−$$ \mu mg \cos \alpha-mg \sin \alpha \leq ma $$
+$$ \mu mg \cos\alpha -mg \sin\alpha\leq ma $$
−$$ \boxed{a \leq g (\mu \cos \alpha-\sin \alpha)} $$
+$$ \boxed{a \leq g (\mu\cos\alpha -\sin\alpha )} $$
</p>
</p>
<h4>Answer</h4>
<p>
− $$a_{max} = g(\mu \cos \alpha − \sin \alpha)$$
+ $$a_{max} = g(\mu\cos\alpha − \sin\alpha )$$
</p>
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