A 2-digit number, under 38, when divided by 26 gives a remainder of 4. What can be added to the number to change it to the smallest possible multiple of 17?
2 m
A 2-digit number, under 38, when divided by 26 gives a remainder of 4. What can be added to the number to change it to the smallest possible multiple of 17?
Symbols
Enter the numerator and denominator
Enter value
2
1-minute grace period
When you click the Next button, you will be given 1-minute grace period to decide
whether to do the next question type.
The question will be marked as incorrect if you exceed 1 minute and leave the question page.
Click the Back button instead if you would like to return to the topic page.
Ischool Pte Ltd
Date:17 Jun 2024
Topic:
WHOLE NUMBERS
Question Code:
P5.WN.JM.17082986
Student:
Class:
Level:
School:
A 2-digit number, under 38, when divided by 26 gives a remainder of 4. What can be added to the number to change it to the smallest possible multiple of 17?
(2 m)
Ischool Pte Ltd
Date:
17 Jun 2024
Topic:
WHOLE NUMBERS
Question Code:
P5.WN.JM.17082986
Student:
Class:
Level:
School:
A 2-digit number, under 38, when divided by 26 gives a remainder of 4. What can be added to the number to change it to the smallest possible multiple of 17?
A 2-digit number, under 38, when divided by 26 gives a remainder of 4. What can be added to the number to change it to the smallest possible multiple of 17?
Message
To help you learn well, you can save up to
5 questions per question types in the Notepad History for review.
The latest 5 questions willautomatically replace the earliest one.
If a question islocked, it will not be automatically deleted.
If 5 questions are locked, new questionscannot be saved.
To save new questions,unlock ordelete the existing questions in the
notepad history.
ISchool Pte Ltd
Date:17 Jun 2024
Topic:WHOLE NUMBERS
Question Number:P5.WN.JM.17082986-A1
Student:
Class:
Level:
School:
Promo Code
Promo Code:
SELECT PLAN TYPE
Subscribe Today!
Oops! The free trial period has expired.
Enjoy the full features by subscribing to iSchool today.
