Multiply two at a time.
I often try to factor the numbers and group the factors as I have learned a few of the first powers of several of the low primes.
I also use rough estimates to check that my answer is in the right "ballpark" often the estimates are "good enough" I also sometimes use my phone calculator...
The Egyptian multiplication method, also known as doubling and halving, simplifies multiplication by breaking down numbers into simpler parts. This method allows for multiplication using only addition and doubling, making it easier to perform without a calculator or advanced tools. It is particularly advantageous in ancient times or in environments with limited resources, as it relies on basic arithmetic principles. Additionally, it enhances understanding of multiplication through a visual and systematic approach.
Numbers that are easy to compute mentally are often referred to as "friendly numbers" or "nice numbers." These typically include whole numbers, simple fractions, and numbers that are easy to manipulate, such as those that are multiples of 10 or 100. They tend to have straightforward relationships, making calculations like addition, subtraction, multiplication, and division simpler to perform without a calculator.
To multiply two numbers without a calculator, you can use the traditional long multiplication method: write the numbers down, align them by their rightmost digits, and multiply each digit of the bottom number by each digit of the top number, carrying over as necessary. Alternatively, you can use methods like breaking the numbers into smaller parts (distributive property) or using visual aids like arrays or grids. Estimation techniques, such as rounding the numbers to the nearest ten, can also provide a quick approximate result.
The best ways to find a square root, without memorizing multiplication tables, are:use the button on your calculator that looks like this: √Google "square root of" and type your numberJust remember that numbers have 2 square roots, a positive and a negative (calculators like the above will only show you the positive result).
You use the square root key on a calculator, or the sqrt() function in Excel. If you want to do it without a calculator, there are several methods; one that is fairly straightforward is trial and error: just try squaring different numbers until you get close enough. (Other methods may be faster, but are still iterative - you have to repeat the same steps several times, until you get sufficient precision.)
so you can get an idea where abouts the answer is going to be so if your q seems wrong If you are talking about multiplication of large numbers long hand without the use of a calculator the method used is based on estimation. At the end if you have done your sums right the estimates added together will give the right answer.
The Egyptian multiplication method, also known as doubling and halving, simplifies multiplication by breaking down numbers into simpler parts. This method allows for multiplication using only addition and doubling, making it easier to perform without a calculator or advanced tools. It is particularly advantageous in ancient times or in environments with limited resources, as it relies on basic arithmetic principles. Additionally, it enhances understanding of multiplication through a visual and systematic approach.
Numbers that are easy to compute mentally are often referred to as "friendly numbers" or "nice numbers." These typically include whole numbers, simple fractions, and numbers that are easy to manipulate, such as those that are multiples of 10 or 100. They tend to have straightforward relationships, making calculations like addition, subtraction, multiplication, and division simpler to perform without a calculator.
To multiply two numbers without a calculator, you can use the traditional long multiplication method: write the numbers down, align them by their rightmost digits, and multiply each digit of the bottom number by each digit of the top number, carrying over as necessary. Alternatively, you can use methods like breaking the numbers into smaller parts (distributive property) or using visual aids like arrays or grids. Estimation techniques, such as rounding the numbers to the nearest ten, can also provide a quick approximate result.
By using repeated addition. Consider two numbers a and b. If you want to find a*b then you can add the numbers repeatedly in a loop to get the product. Eg:product = a;for( i=1; i
99 squared, written 992, is the same as 99 x 99 (multiply the number with itself). You can simply do the multiplication.
it allows you to multiply big numbers without times tables click to see more
Because of the distributive property of multiplication over addition.
The property you are referring to is the commutative property of multiplication. This property states that the order in which numbers are multiplied does not change the result. In this case, 5xp is equivalent to px5 because multiplication is commutative, meaning you can rearrange the factors without affecting the product.
Without it you wouldn't be able to find the square roots of prime numbers.
subtracting, multiplying what multiples are and how to use them
The associative power of multiplication states that for any three numbers a, b and c, (a * b) * c = a * (b * c) and so we can write either as a * b * c without ambiguity.