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Case in factor: in one of his most contemporary movies, Talwalkar unearthed a question from an 1876 algebra examination given to candidates at the Massachusetts Institute of technology. It’s an easy instant:
A father noted to his son, “Two years ago i used to be three times as historic as you; however in fourteen years I will likely be best twice as historic as you. What have been the a long time of every?”
As Talwalker goes on to clarify, the solution is a relatively elementary one, represented by way of the equation f-2 = 3 (s-2), if “f” and “s” represent the daddy and son’s a while, respectively.
Now for the 2d half: If the father will only be twice as ancient as his son in fourteen years, their ages at the moment will also be represented by the equation f+14 = 2(s+14), with f and s once again standing in for the daddy and son. “we've a gadget of two equations and two variables,” Talwalkar says.
After some basic distribution, which you could watch above, Talwalker subtracts the 2nd equation from the first, revealing the son’s age as 18 and the father’s age as 50. And in case you’re up for one other challenge, see if you have what it takes to remedy this viral Amazon ‘striking cable’ difficulty.
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