how many different prime numbers a's are there such that a+20 and a+40 are also prime numbers
How many prime numbers have formed a4?
Answer: There are... numbers
Aswer: There are Oh number. The number can not be formed a4 is prime because it is divisible by 2. Thanks
Question 1:
J is a factor and a multiple of 25. What is J?
Answer: J =
Question 2:
How many prime numbers are less than 10?
Answer: There are
numbers.
Question 3:
Which of following numbers is composite?
Answer:
.
Question 4:
P is a prime number and a factor of 8. What is P?
Answer: P =
Question 5:
Find the sum of all the factors of 15
Answer:
Question 6:
In the following figure, AN = 5cm and AB = 8cm. NB =
cm
Question 7:
A prime number between 42 and 46 is
Question 8:
Find the sum of all the factors of 19
Answer:
Question 9:
How many prime numbers have formed ?
Answer: There are
numbers
Question 10:
How many multiples of 3 less than 1000?
Answer:
Question 1:
K is a prime number and a multiple of 43. What is K?
Answer: K =
Question 2:
How many prime numbers are less than 10?
Answer: There are numbers.
Question 3:
The smallest factor of 82 is
Question 4:
The smallest multiple of 47 is
Question 5:
In the following figure, RQ = 12cm and PR = 17cm. PQ = cm
Question 6:
In the following figure, AN = 5cm and AB = 8cm. NB = cm
Question 7:
A prime number between 42 and 46 is
Question 8:
Find the sum of all the factors of 19
Answer:
Question 9:
The sum of two of following numbers is divisible by 4 and 6.
What are the two numbers?
(Write numbers in order, beginning smaller and use “;”)
Answer:
Question 10:
How many prime numbers have formed ?
Answer: There are numbers
Cái gì cũng phải vùa thôi chứ. Hix. Cả 1 lèo.
Cau 1:1,25
Cau:Tit
Cau:Tit
Cau:Tit
Cau:Tit
Cau:Tit
Cau:Cau:Tit
Tit
Cau:Tit
Cau:Tit
đòi hỏi vừa thôi đi thi toán chứ có phải thi hỏi đâu mà hỏi 1 lèo thế hỏi thế mình giải hết đc cx ko trả lời
97 là một số nguyên tố. Khi đảo ngược các chữ số, ta được một số mới cũng là một số nguyên tố. Ví dụ như 97 và 79 đều là số nguyên tố. Hỏi có tất cả bao nhiêu số nguyên tố có 2 chữ số có tính chất như thế? 97 is a prime number. When reversing the digits, we get a new number that is also a prime number. For example, 97 and 79 are prime numbers. So, how many 2-digit prime numbers have such properties?
(A) 5 (B) 6 (C) 7 (D) 8 (E) 9
theo như kiến thức hồi tiểu học thì có 5 số như thế đó là 11 , 13 , 17 , 37 , 79
According to elementary school knowledge, there are 5 such numbers which are 11, 13, 17, 37, 79
Question 1:
The smallest odd multiple of 9 is
Question 2:
K is a prime number and a multiple of 43. What is K?
Answer: K =
Question 3:
How many prime numbers are less than 10?
Answer: There are numbers.
Question 4:
P is a prime number and a factor of 8. What is P?
Answer: P =
Question 5:
A prime number between 42 and 46 is
Question 6:
In the following numbers, which has the most factors?
Answer:
Question 7:
The number 55 has factors.
Question 8:
Find the sum of all the factors of 15
Answer:
Question 9:
How many times does the digit “0” appear in numbers from 1 to 1000?
Answer:
Question 10:
If m, n are consecutive odd numbers and is divisible by 3 and 5 then m =
day la toan ko phai tieng anh
cái gì mà nhiều thế
toán chớ hông fai TA nhé mà kinh zậy
Determine all positve integer a such that the equation \(2x^2-210x+a=0\) has two prime roots, i.e. both roots are prime numbers
Determine all positve integer a such that the equation \(2x^2-210x+a=0\) has two prime roots, i.e. both roots are prime numbers
Phương trình: \(2x^2-105x+a=0\Leftrightarrow x^2-105x+\frac{a}{2}=0\)không thể có nghiệm kép được vì 105 là số lẻ
Giả sử phương trình này có 2 nghiệm là b, c ta có
\(\hept{\begin{cases}2b^2-210b+a=0\left(1\right)\\2c^2-210c+a=0\left(2\right)\end{cases}}\)
Lấy (1) - (2) vế theo vế ta được
\(2b^2-210b-2c^2+210c=0\)
\(\Leftrightarrow\left(b-c\right)\left(b+c-105\right)=0\)
\(\Rightarrow b+c-105=0\Leftrightarrow b+c=105\)
\(\Rightarrow\)Một trong 2 số b hoặc c phải là số chẵn
Giả sử số chẵn đó là c thì ta có c = 2 ( vì c nguyên tố)
\(\Rightarrow b=103\)
Từ đây ta có:\(x^2-105x+\frac{a}{2}=\left(x-2\right)\left(x+103\right)=x^2-105x+206\)
\(\Rightarrow a=2.206=412\)
Question 1:
J is a factor and a multiple of 25. What is J?
Answer: J =
Question 2:
How many prime numbers are less than 10?
Answer: There are numbers.
Question 3:
The greatest even factor of 62 is
Question 4:
The smallest multiple of 47 is
Question 5:
Find the sum of all the factors of 19
Answer:
Question 6:
A prime number between 42 and 46 is
Question 7:
The number 55 has factors.
Question 8:
In the following figure, AN = 5cm and AB = 8cm. NB = cm
Question 9:
If m, n are consecutive odd numbers and is divisible by 3 and 5 then m =
Question 10:
The largest possible whole number that is less than 120 and has only 2 and 5 as prime factors is
How many natural numbers having three digits such that the tens digit squared equals the product of other digits and the difference between that number and its reversed order is 495?
Answer: There are numbers.
Mk dịch ra cho các bạn hiểu nè, chứ mình không biết làm, hì hì
Có bao nhiêu số tự nhiên có ba chữ số mà chữ số hàng chục bình phương bằng tổng của các chữ số khác và sự khác biệt giữa số lượng và thứ tự đảo ngược của nó là 495?
Trả lời: Có....số