Find the greatest 2 - digit number that has 12 divisors.
Find the greatest 2-digit number that has 12 divisors.
lam ho di lat tick cho
ý của bn muốn hỏi là tìm hai số lớn nhất có 12 ước
Find the greatest 2-digit number that has at least divisors.
Find the greatest 2-digit number that has at least divisors
Câu 1:
A is a set of multiples of 12 less than 12. How many elements does the set A have?
Answer: The set A has element(s)
Câu 2:
Find the remainder when is divided by 9.
Answer: The remainder is
Câu 3:
Find the remainder of when it is divided by 3.
Answer: The remainder is
Câu 4:
A is the set of factor of 12 more than 6. How many elements does the set A have?
Answer: The set A has element(s)
Câu 5:
Find the natural number so that the product of and 5 is a prime number.
Answer:
Câu 6:
Given that . How many divisors does the number A have?
Answer: The number A has divisors.
Câu 7:
Given that . How many divisors does the number A have?
Answer: The number A has divisors.
Câu 8:
How many prime numbers less than 10 are there?
Answer: There are numbers.
Câu 9:
Find the greatest 2-digit number that has 12 divisors.
Answer: It is
Câu 10:
Among all natural number pairs satisfy , one pair has the greatest product. What is this product?
Answer: The greatest product is
Theo tớ thì cậu nên đăng câu này ở mục hỏi toán bằng tiếng anh !
Find the greatest 4-digit number which is divisible by both 4 and 7 . That number is ..........
Find the greatest 3 - digit number such that the product of its digits is 432 ?
986 bạn nhé !
Nhớ k cho mình nhé ! Thank you very much !
Find the sum of the greatest 3-digit number and the smallest 2-digit number.
Answer: The sum is
Find the greatest 3 digit number such that the product of its digits is 432
Anh lớp 8
Thi rồi 300 điểm .
Số 986 nha em .
Find all primes p such that the number p2+11 has exactly six different divisors (including 1 and the number itself)
giúp mik với,mik cần gấp
p=2=>p^2+11=15(là hợp số) (loại)
p=3=>p^2+11=20(loại)
p=5=>p^2+11=36(loại)
Nói chubng là em ko hiểu đề bài ạ
Tìm tất cả số nguyên tố p sao cho số p2 + 11 có chính xác sáu ước số khác nhau (bao gồm 1 và số chính)
Đề đây
Tìm tất cả số nguyên tố p sao cho số p2 + 11 có chính xác sáu ước số khác nhau (bao gồm 1 và số chính)