‘Perfect’ Method to Easily Work Out Percentages Leaves People Mindblown

In the grand tapestry of our educational journey, where we solemnly learned about the powerhouse role of mitochondria and engaged in the timeless art of cursive writing (if fortune favored us, perhaps even long division), there stood a practical skill that would accompany us through the twists and turns of life: calculating percentages.

This skill isn’t merely an academic exercise; it’s a tool that comes to our rescue during tax seasons, when the U.S. government insists we navigate the intricate labyrinth of self-calculating taxes, only to face consequences for the slightest misstep.

It’s also our compass in the realm of dining etiquette, aiding us in determining a suitable tip percentage. A skill rendered somewhat unnecessary by the fact that, if servers were fairly compensated with a living wage, the tipping dance might become obsolete. Alas, until such a utopian shift occurs, mastering the art of percentage calculation remains a valuable asset.

The conventional method involves multiplying the initial number by the percentage expressed as a fraction. For instance, to ascertain 60 percent of 80, you multiply 80 by 0.6, yielding a result of 48. It’s a straightforward process, especially with the ubiquitous pocket calculators we carry, debunking the myth proclaimed by our teachers that we wouldn’t always have a calculator at hand.

But behold, there exists a simpler, more elegant method—one that doesn’t require a calculator or induce traumatic flashbacks associated with multiplying by fractions. A video on X, demonstrated by the account @gunsnrosesgirl3, unveils this streamlined hack.

The technique is as ingenious as it is straightforward. To calculate a percentage, divide both numbers by ten and then multiply them. Take, for instance, finding 40 percent of 30. Applying the method: 4 (resulting from 40 divided by 10) multiplied by 3 (resulting from 30 divided by 10) equals 12.

Now, let’s step into the real world. Imagine you receive a restaurant bill amounting to $87.50. In pursuit of a 20 percent tip, you perform the following calculations: 2 (20 divided by 10) multiplied by 8.75 (87.50 divided by 10). Behold, your tip emerges as $17.50. Go ahead, verify it with a calculator if skepticism lingers.

Witnessing the method in action left viewers in awe, prompting comments that echoed sentiments of astonishment and curiosity. “How come I did not know about this formula?” queried one commenter. Another pondered, “Why is this method not popularized in educational books to teach students?” A third exclaimed, “Wow! I never realized this. They don’t go too deep into percentages/fractions and compliments though.”

As the curtain falls on this revelation, a lingering question emerges: if tasked with calculating 25 multiplied by 47 in your head, what method would you employ? The possibilities are as varied as the minds contemplating the numerical puzzle. One might opt for the strategic breakdown—20 multiplied by 40, 20 multiplied by 7, 5 multiplied by 40, 5 multiplied by 7—summing up to 1175. How would you tackle it?

 

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