a rational number equal to 5/7 is 15/ , 25 /7 10/7 or 10/27
Answers
Answer:
The required "option c) \dfrac{10}{14}
14
10
" is correct.
Step-by-step explanation:
We have,
\dfrac{5}{7}
7
5
To find, a rational number \dfrac{5}{7}
7
5
is equivalent to:
Check options:
a) \dfrac{15}{17}
17
15
, is not equivalent to \dfrac{5}{7}
7
5
.
b) \dfrac{25}{27}
27
25
, is not equivalent to \dfrac{5}{7}
7
5
.
c) \dfrac{10}{14}
14
10
Dividing numerator and denominator by 2, we get
= \dfrac{\dfrac{10}{2} }{\dfrac{14}{2}}
2
14
2
10
= \dfrac{5}{7}
7
5
, is equivalent to \dfrac{5}{7}
7
5
.
c) \dfrac{10}{27}
27
10
, is not equivalent to \dfrac{5}{7}
7
5
.
Thus, the required "option c) \dfrac{10}{14}
14
10
" is correct.
Answer:
hope its help u
Step-by-step explanation:
We have,
\dfrac{5}{7}
7
5
To find, a rational number \dfrac{5}{7}
7
5
is equivalent to:
Check options:
a) \dfrac{15}{17}
17
15
, is not equivalent to \dfrac{5}{7}
7
5
.
b) \dfrac{25}{27}
27
25
, is not equivalent to \dfrac{5}{7}
7
5
.
c) \dfrac{10}{14}
14
10
Dividing numerator and denominator by 2, we get
= \dfrac{\dfrac{10}{2} }{\dfrac{14}{2}}
2
14
2
10
= \dfrac{5}{7}
7
5
, is equivalent to \dfrac{5}{7}
7
5
.
c) \dfrac{10}{27}
27
10
, is not equivalent to \dfrac{5}{7}
7
5
.
Thus, the required "option c) \dfrac{10}{14}
14
10
" is correct.