Question

7
2. Write three divisions of integers such that the fractional form of each will be
- 7/6
​

Answer 1

$\huge\boxed{Answer}$

 

1. -5/7 = (-5 x2)/(7 x 2) = -10/14 = (-10 ÷ 14)

2. -5/7 = (-5 x (-5))/(7 x (-5)) = 25/(-35) = 25 ÷ (-35)

3. -5/7 = (-5 x 7)/7 x 7 = (-35)/49 = (-35 ÷ 49)

$\huge\mathfrak\red{itz\:jyotsana☺}$

Answer 2

Answer:

14/12, -21/18 and -28/24

Step-by-step explanation:

Question: Write three divisions of integers such that the fractional form of each will be - 7/6.

To Find : Division of Integers such that fractional form will be -7/6.

Concept : Rational Numbers

Explanation:

Now to find The different forms of the fraction -7/6 we have to multiply it both the numerator and the denominator by The same number so that the integers change but the value of the Fraction remains same.

Therefore Multiplying it by 2/2

-7×2/6×2

= -14/12

Multiplying by 3/3

-7×3/6×3

= -21/18

Multiplying by 4/4

-7×4/6×4

=-28/24

So Three Division of Integers such that the Fraction form -7/6 will be

-14/12, -21/18 and -28/24

#SPJ2