Answer:
1/4 of Line A is SMALLER than 1/4 of line B.
Step-by-step explanation:
Here, two given lines are A and B.
Now,as we can see, From the two lines Line B is LONGER.
⇒ Length of line A < Length of Line B
Now as we know if we MULTIPLY or DIVIDE an inequality by a same positive number on both the sides, then the SIGN DO NOT CHANGE.
Here, divide both sides of the equation by 4, we get:
[tex]\implies \frac{\textrm{Length of line A}}{\textrm{4}} < \frac{\textrm{Length of line B}}{\textrm{4}}\\\implies \frac{1}{4}({\textrm{Length of line A}}) < \frac{1}{4}({\textrm{Length of line B}})[/tex]
Hence, 1/4 of Line A is SMALLER than 1/4 of line B.
