0
The two equivalent representations are 35 and 34.999... (repeating).
Still curious? Ask our experts.
Chat with our AI personalities
Lao
Vivi
ProfessorAdd your answer:
Earn +20 pts
What is the decimal equivalent of 3 5?
Is that supposed to be 3/5? If So, The answer is .6. If its 35. Then there is no decimal equivalent since whole numbers have no decimal.
How many prime numbers are between 12 and 35?
There are six prime numbers between 12 and 35: 13,17,19,23,29,31
How many prime numbers are there from 21 to 35?
There are 3 prime numbers from 21 to 35:23, 29 and 31
What is the prime numbers between 25 and 35?
The only prime numbers between 25 and 35 are: 29 31.
Which is the equivalent form of 35 percent?
35% = 0.35 or 7/20
What numbers are equivalent to 15.35?
15 35/100
What is the decimal equivalent of 3 5?
Is that supposed to be 3/5? If So, The answer is .6. If its 35. Then there is no decimal equivalent since whole numbers have no decimal.
Is 3.5 equivalent to 35 percent?
Oh, dude, let me break it down for you. So, technically, 3.5 is the same as 3.5, and 35 percent is the same as 35 out of 100. But if you're asking if 3.5 is the same as 35 percent, then no, they're not equivalent. It's like asking if a slice of pizza is the same as the whole pie - similar, but not quite the same, ya know?
What is the equivalent fraction of 35 and 60?
what is equivalent to 35 over 60
What is the equivalent to 35?
35 as a fraction = 35/1
What numbers go into 35?
The numbers that go into 35 are 1, 5, 7,and 35
Which fraction is equivalent to 3 5?
35/1 is a fraction that is equivalent to 35.
What is equivalent to the fraction 35?
35 as a fraction = 35/1
What are the prime numbers from 35 to 60?
The prime numbers from 35 to 60 are 37,41,43,47,53,59.
What 2 NUMBERS ARE gcf is 7 and the LCM is 35?
The numbers are 7 and 35.
What numbers are not multiples of 35?
All numbers that leave a remainder when divided by 35.
What numbers are divisible by 35?
The numbers that are divisible by 35 are infinite. The first four are: 35, 70, 105, 140 . . .
