Question

This question is of quadratic equation. ..plz solve this​

Answer 1

Hey mate
Here is your answer :--

Let the amount possessed by Sagar be x
so the amount possessed by Mukund is x+50

According to given condition :-
(x ) (x+50) = 15000

x² + 50x - 15000 =0

x² -100x+150x - 15000= 0

x(x-100) + 150 (x-100) =0

(x-100)(x+150) =0

(x-100) =0. or. (x+150)= 0

x = 100. or. x= -150

But x can't be -150 as the amount can't be negative

so x = 100

Amount possessed by Sagar is x = rs 100

Amount possessed by Mukund is x+50= 100+50= rs 150

Final answer :-

Amount possessed by Sagar is Rs100
and amount possessed by Mukund is Rs 150.


Hope this help you mate and if helpful mark as brainliest Peace out

Answer 2

Let the amount Sagar possesses be : S

Given : Mukund possesses ₹ 50 more than what Sagar possesses

$\longrightarrow$  Amount possessed by Mukund = S + 50

Given : Product of amount they have is ₹ 15000

$\longrightarrow$  S(S + 50) = 15000

$\longrightarrow$  S² + 50S - 15000 = 0

$\longrightarrow$  S² + 150S - 100S - 15000 = 0

$\longrightarrow$  S(S + 150) - 100(S + 150) = 0

$\longrightarrow$  (S - 100)(S + 150) = 0

$\longrightarrow$  S = 100  (or)  S = -150

As amount cannot be Negative  ⇒  S ≠ -150

$\longrightarrow$  S = 100

$\longrightarrow$  Amount possessed by Sagar is ₹ 100

$\longrightarrow$  Amount possessed by Mukund is ₹ 150