Solve the equation: \(y - 11\sqrt{y} + 24 = 0\)

a

8, 3

b

64, 9

c

6, 4

d

9, -8

Download Offline App Ask a Question

Explanation

Correct Option
b

Video Explanation

No video available

Post your Contribution

Share:

Discussions (10)

fadipe2006
2 years ago

Why is there y in 48y?

dyanah
9 years ago

the ans given is wrong....

ans shud be 8 and 3

Myschool Kelly
9 years ago

Thanks for your contributions. Please give a detailed explanation to back up your answers.

zetaboy
11 years ago

ANSWER IS (A)

BECAUSE THE TWO NUMBERS THAT WILL GIVE US -11 AND 24 ARE -8 AND-3. THEREFORE X IS EQUAL TO 8,3

Oyewolehameed
7 years ago

The correct answer for the question is:8,3

Chuks612
9 years ago

Y²-11y+24

Y²-8y-3y+24

= y(y-8) -3(y-8)

= y-3=0 or y-8=0

= y=3 or 8

Option A is the right answer.

Jackson24
3 years ago

The correct answer is A.

Explanation:
y2−11y+24=0
y2=3y−8y+24=0
(y2−3y)+(−8y+24)=0
y(y−3)−8(y−3)=0
(y−8)(y−3)=0
y = 8 or 3

Quick Questions

Ask a Question
CO

ceoofwahala

20th June, 2026

Chemistry


2 comments

ASSAAS

20th June, 2026

English Language


5 comments

infinitehoaxx

21st May, 2026

Computer


4 comments