Harvard University Algebra Tricks l Product of two Factors Aptitude Test | 99% Failed Admission Exam

Harvard University Exam Question || Algebra Problem || Aptitude Simplification Test
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[@boguslawszostak1784]

"I don’t understand what those tricks are for. (5x+2)(3x+2)=11 15x^2+16x +4-11=0 15x^2+16x -7=0.....(16=2*8) (15*x)^2+2*15x*8-15*7=0 (15x+8)^2-169=0.... (169=13^2) (15x+8+13)(15x+8-13)=0 (15x+21)(15x - 5)=0 (5x+7)(3x-1)+0

[@ghaidabarghouthi1403]

This too long, just multiply and move the right side which 11 and factor.

[@walterwen2975]

Harvard University Algebra Tricks: (5x + 2)(3x + 2) = 11; x =? A straightforward solution: (5x + 2)(3x + 2) = 15x² + 16x + 4 = 11, 15x² + 16x - 7 = (3x - 1)(5x + 7) = 0 3x - 1 = 0, 3x = 1; x = 1/3 or 5x + 7 = 0, 5x = - 7; x = - 7/5 Answer check: x = 1/3: (5x + 2)(3x + 2) = (5/3 + 2)(1 + 2) = (11/3)(3) = 11; Confirmed x = - 7/5: (- 7 + 2)(- 21/5 + 2) = (- 5)(- 11/5) = 11; Confirmed Final answer: x = 1/3 or x = - 7/5

[@nataliamalikova8700]

❤ easier way

[@peterotto712]

Nonsensical Harvard Bullshit, pure genuine quality.

[@lasalleman6792]

I set up the quadratic equation: 15^x^2 +13x - 9 = 0 I get x = .4542 x = -1.3209 Somethin's not right. Don't know what it is.

[@elloco1996]

Total nonsens ... in my days this was a routine matter in 8th grade.

[@berndkru]

This is a simple quadratic equation

[@superacademy247]

Yeah 😊. But there's a special trick of solving it