Find the value of:
(i) ![]()
(ii) ![]()
(iii) ![]()
(iv) ![]()
(v) ![]()
(vi) ![]()
(vii) ![]()
(i) Here
We have:
(-4) ![]()
Or we can write it as: -4 × (
)
Now, we can solve the above given fractions as follows:
-4 × (
)
= ![]()
= ![]()
Hence,
The solution for the given fraction is ![]()
(ii) Here
We have:
2
Or we can write it as: -
× ![]()
Now,we can solve the above given fractions as follows:
× ![]()
= ![]()
= ![]()
Hence,
The solution for the given fraction is ![]()
(iii) Here
We have:
(-3)
Or we can write it as: -
× ![]()
Now, we can solve the above given fractions as follows:
-
× (-
)
= ![]()
= ![]()
Hence,
The solution for the given fraction is ![]()
(iv) Here
We have:
![]()
Or we can write it as: -
× (
)
Now, we can solve the above given fractions as follows:
-
× (
)
= ![]()
= ![]()
= ![]()
Hence,
The solution for the given fraction is ![]()
(v) Here
We have:
(-
) ![]()
Or we can write it as: -
× 7
Now, we can solve the above given fractions as follows:
-
× 7
= ![]()
= ![]()
Hence,
The solution for the given fraction is ![]()
(vi) Here
We have:
(-
) ![]()
Or we can write it as: -
× (
)
Now, we can solve the above given fractions as follows:
-
× (
)
= ![]()
= ![]()
= ![]()
Hence,
The solution for the given fraction is ![]()
(vii) Here
We have:
(
)
× (
)
Now, we can solve the above given fractions as follows:
× (
)
= ![]()
= ![]()
= ![]()
Hence,
The solution for the given fraction is ![]()