The value of a digit in a number as determined by its position is known as its place value. we can use the concept of pl ace values along with the properties of multiplication to find the products of two digit numbers easily. learn the steps involved in the process of finding the product of two digit numbers with some solved examples . Example: multiply 23 × 2. step 1: place the one digit number below the 2 digit number. this makes the one digit number the multiplier. multiply the one digit number (the multiplier) with the ones digit of the multiplicand. here, 2 is the multiplier and the ones digit of the multiplicand is 3. so, 2 × 3 = 6.
Multiplying two 2 digit numbers using partial products. 26 times 37 is the same as 20 times 37 plus 6 times 37. the distributive property allows us to find each part of the product, like 3 tens times 2 tens, then add them all to get the whole product.created by sal khan. Here we have 21 as the multiplicand and 32 as the multiplier. step 2 – now, we multiply the number at the one’s place of the multiplicand, i.e. 1 by the number at the one’s place of the multiplier, which in this case is 2. we get. step 3 – now, we multiply the number at the ten’s place of the multiplicand by 2. we get. The process of multiplying a two digit number by another two digit number can be carried out as follows: step 1: multiply the tens by tens. step 2: multiply the ones by the tens. step 3: multiply the tens by the ones. step 4: multiply the ones by the ones. step 5: add the partial products. example: find the product: 46 × 21. answer:. When we multiply two 2 digit numbers using partial products, we break down each number into its tens and ones place values. we multiply each place value separately, and then add the four partial products together to get the final product. for example, let's multiply 73 × 42 . 73 × 42 ― 6 2 × 3 ones 140 2 × 7 tens 120 40 × 3 ones 2,800.
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