Question

the denominter of a fraction is 4 mor ine than twice its numerator.Donomimator becomes 12 times the numerator,if the both the numerator and the denominter are reduced by 6 find the fraction
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Answer 1

Answer:

Let the numerator and denominator of the fraction be x and y respectively. Then,

Fraction =

y

x

It is given that

Denominator =2 (Numerator) +4

⇒y=2x+4

⇒2x−y+4=0

According to the given condition, we have

y−6=12(x−6)

⇒y−6=12x−72

⇒12x−y−66=0

Thus, we have the following system of equations

2x−y+4=0 .(i)

12x−y−66=0 ..(ii)

Subtracting equation (i) from equation (ii), we get

10x−70=0

⇒x=7

Putting x=7 in equation (i), we get

14−y+4=0

⇒y=18

Hence, required fraction =

18

7

.

Answer 2

Answer:

denominator is 6 numerator is 1

Step-by-step explanation:

let x be numerator and y be denominator

y=2x+4

12(y-6)=x-6

12y-72=x-6

12y-66=x sub this in first equation

y=24y-132+4

23y=128

y=6

x=1

I'm not sure