Answer:
\(\text{Length of UB}=19\)
Step-by-step explanation:
We have been given that point U is between points A and B on AB. We are asked to find the length of UB, when AU = 22 and AB = 41.
Please find the attachment.
We can see from our attachment that the length of UB will be equal to the difference of AB and AU.
\(\text{Length of UB}=\text{Length of AB}-\text{Length of AU}\)
\(\text{Length of UB}=41-22\)
\(\text{Length of UB}=19\)
Therefore, the length of UB is 18.
