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At 6:30, the ecuation is : v² - 20v +1 = 0. Still, the values for a, b and c are correct.
Good❤
V2-19v 7.35 minutes equations not satisfied -20v+v will e subtract . In this equation c=0
Error in solution at 6.17 min1/v×v = 1 not v.
Yes! its mistake 😊
Equation v²+v=20v at 6:15 is incorrect. Supposedly it is v²+1=20v
There is a mistake. The answer same, but negative.
Where? I chucked step by step its correct throughout.
❣
There is no check if 10-sqrt(11) is positive. Not obvious with casual inspection (needs calculator, old fashioned log table not precise enough)
An easy way to verify that is squaring both numbers and comparing them.(10)² = 100(3sqrt(11))² = 9*11 = 99100 > 99, therefore, 10 > 3sqrt(11). Then, 10-3sqrt(11) is positive.
Ah yes of course. It's been over 40 years since I last dabbled in mental gymnastics and had forgotten all these tricks 😢
A^n=1/a^-n (5/2)^x=1/(5/2)^-x
In denominator power should be negative.
🤨
It's Ans is 1
?
Because I take log both side
You joking?
5:54 1/V x V = V ?
At 6:30, the ecuation is : v² - 20v +1 = 0. Still, the values for a, b and c are correct.
Good❤
V2-19v 7.35 minutes equations not satisfied -20v+v will e subtract . In this equation c=0
Error in solution at 6.17 min1/v×v = 1 not v.
Yes! its mistake 😊
Equation v²+v=20v at 6:15 is incorrect. Supposedly it is v²+1=20v
There is a mistake. The answer same, but negative.
Where? I chucked step by step its correct throughout.
❣
There is no check if 10-sqrt(11) is positive. Not obvious with casual inspection (needs calculator, old fashioned log table not precise enough)
An easy way to verify that is squaring both numbers and comparing them.
(10)² = 100
(3sqrt(11))² = 9*11 = 99
100 > 99, therefore, 10 > 3sqrt(11). Then, 10-3sqrt(11) is positive.
Ah yes of course. It's been over 40 years since I last dabbled in mental gymnastics and had forgotten all these tricks 😢
A^n=1/a^-n (5/2)^x=1/(5/2)^-x
In denominator power should be negative.
🤨
It's Ans is 1
?
Because I take log both side
You joking?
5:54 1/V x V = V ?