The tens digit and the units digit of a two-digit number<br />are T and U respectively. The digit 4 is placed to the<br />right of U, forming a three-digit number. The new<br />number is equal to__. About the author Ruby
Answer: 100t+10+u. Step-by-step explanation: Let the number in one’s place be u and the number in ten’s place be 10t. According the the question ⇒10t+1+u Hence now the 10t will become 100t as it will take hundred’s digit place and 1 will become 10 as it will take ten’s digit place. Hence the value of 3 digit number will be 100t+10+u. Reply
Answer:
100t+10+u.
Step-by-step explanation:
Let the number in one’s place be u and the number in ten’s place be 10t.
According the the question
⇒10t+1+u
Hence now the 10t will become 100t as it will take hundred’s digit place and 1 will become 10 as it will take ten’s digit place.
Hence the value of 3 digit number will be 100t+10+u.