Find the value of a?
please answer only if you know
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Answered by
12
hi ,
here is your answer!!!
given ,
=> a² -10 a = 5
or
=> a² -10a -5 =0
=> on applying quadratic formula
- b ±√ D
---------------
2a
D = b² - 4ac
given ,
a = 1
b = - 10
c = - 5
therefore ,
D = b² - 4ac
=> (-10)² - 4 x 1 -5
=> 100 +20
=> 120
on putting the value in formula
we get
=> - b ±√D / 2a
=> -(-10) ± √120 /2 x1
10 ± √120 / 2
hence ,
your answer is =>
10 - √120 / 2
and
10 + √120 /2
hope it helps you dear!!!!
☺☺☺
here is your answer!!!
given ,
=> a² -10 a = 5
or
=> a² -10a -5 =0
=> on applying quadratic formula
- b ±√ D
---------------
2a
D = b² - 4ac
given ,
a = 1
b = - 10
c = - 5
therefore ,
D = b² - 4ac
=> (-10)² - 4 x 1 -5
=> 100 +20
=> 120
on putting the value in formula
we get
=> - b ±√D / 2a
=> -(-10) ± √120 /2 x1
10 ± √120 / 2
hence ,
your answer is =>
10 - √120 / 2
and
10 + √120 /2
hope it helps you dear!!!!
☺☺☺
Answered by
3
a²-10a = 5
a²-10-5 = 0
it's form of ax²+bx+c = 0
so a = 1 b = -10 c = -5
according to Shridhar's law
(+- means plus or minus)
a = -b +-√b²-4ac/2a
a = -(-10)+-√(-10)²-4(1)(-5)/2(1)
a = 10+-√100+20/2
a = 10+-√120/2
a = 10+-√4×30/2
a = 10+-2√30/2
( take common as 2)
a = 2(5+-√30)/2
a = 5+-√30
a = 5+√30. OR. a = 5-√30
so the value of a is 5+√30 or 5 -√30
fill the value of a to check answer is right
a²-10-5 = 0
it's form of ax²+bx+c = 0
so a = 1 b = -10 c = -5
according to Shridhar's law
(+- means plus or minus)
a = -b +-√b²-4ac/2a
a = -(-10)+-√(-10)²-4(1)(-5)/2(1)
a = 10+-√100+20/2
a = 10+-√120/2
a = 10+-√4×30/2
a = 10+-2√30/2
( take common as 2)
a = 2(5+-√30)/2
a = 5+-√30
a = 5+√30. OR. a = 5-√30
so the value of a is 5+√30 or 5 -√30
fill the value of a to check answer is right
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