31
colol\the base
To write repeated multiplication in an exponential notation, you should write the number that has to be multiplied as the base. Count the number of times that the number is used.
Factor trees are ways of notating the process of finding the prime factorization of a given composite number and, as such, should result in an identifiable string of prime factors.
You should say "What is the common factor of 231 and 165?" or "What number is divisible by both 231 and 165?"In that case, the answer is 11.
The answer was wrong. The fours should have been factored into 2 * 2. The composite number is 1200.
Except in this case, the largest square factor is 1.
I suggest you try to split the number up into prime factors. It should then be clear what the largest square factor is - simply look for repeated prime factors.
last number should be a prime number
maybe.. you should check .... it might be a factor...
Wait until Top Fuel is released. We just started beta testing them. They should be released soon.
The quality of the coverage is probably the largest factor. If you are in a car wreck, will they cover the cost?
The number 7 is not a factor of 25 because no number times 7 equals 25. To editors: This question should probably be changed to something more useful
Kingdom
phylum
It is meaningless to ask "What are the greatest common factor of 9". There should be two or more numbers. Greatest common factor means the greatest number which is the common factor of all the numbers mentioned.
In a power expression, you have two numbers.The number written normally (to the left) is called the BASE. That's what tells you what factor you should multiply by itself. The small raised number (to the right) tells you how often the factor is used. It's called the EXPONENT.
No, it isn't. 20 ends in a zero, so any number that doesn't end in a zero cannot be a factor of 20.No. Factors are always smaller than the number of which they are a factor. The question should really read "Is 20 a factor of 125?", in which case the answer is as written above.