22 * 85 = 22*(80 + 5) = 22*80 + 22*5
= (20 + 2)*80 + (20 + 2)*5
= 20*80 + 2*80 + 20*5 + 2*5
= 1600 + 160 + 100 + 10
= 1870
22*1 = 22 is the property of 1 as the multiplicative identity.
176 !
To simplify the expression (11ww - 22) when multiplying monomials and binomials, you first recognize that it consists of a monomial (11ww) and a constant term (-22). If you were to multiply it by a binomial, such as ((x + y)), you would distribute each term in the binomial to both terms in the expression. For example, multiplying by ((x + y)) would yield (11ww \cdot x + 11ww \cdot y - 22 \cdot x - 22 \cdot y).
To calculate the continued product of 18, 22, and 30, simply multiply the numbers together step by step. First, multiply 18 by 22 to get 396. Then, multiply 396 by 30, resulting in 11,880. Thus, the continued product of 18, 22, and 30 is 11,880.
22 x 30
To find the number that you can multiply by 5 to get 22, you would divide 22 by 5. This calculation results in 4.4. Therefore, you can multiply 5 by 4.4 to get 22.
22*1 = 22 is the property of 1 as the multiplicative identity.
To multiply 5x22 you can add 22+22+22+22+22=110,or multiply 5x22 top to bottom,or across,Example: Like this 5x22=110 that is your answer.
To find 22 percent of 100, you can multiply 100 by 0.22 (which is 22 percent as a decimal). This calculation would result in 22, indicating that 22 percent of 100 is 22.
The numbers that multiply to get 22 are 1 and 22, as well as 2 and 11. This is because 1 multiplied by 22 equals 22, and 2 multiplied by 11 also equals 22. These are the only pairs of numbers that can multiply to equal 22, as 22 is a prime number and cannot be factored into smaller whole numbers.
The two numbers that multiply to get 22 are 2 and 11. This is because 2 multiplied by 11 equals 22. These two numbers are the only pair of integers that multiply to give 22, as 22 is a prime number and cannot be factored into other integers.
8
176 !
11 x 2 = 22.
Multiply 900 by .22. .22 is 22% of 1.00, simple. The answer would be 198
1 x 22, 2 x 11.
2 and 11