WebUnderstand multiplying decimals. Sophie knows that 923\times26=23 {,}998 923 ×26 = 23,998. Use this understanding to help Sophie solve 9.23\times2.6 9.23 ×2.6. WebWhen it comes to multiplying decimals, there's more than one way to get the job done. Explore different strategies in this unit and find the one that works best for you. From …
Dividing by a multi-digit decimal (video) Khan Academy
WebStep 1: Multiply both decimal numbers as whole numbers by removing decimal point as: Step 2: Count the number of digits to the right of the decimal point in both decimal numbers. Thus, the number of digits after the decimal point in 923.447 = 3 And the number of decimal places in 12.6 = 1 Step 3: Add the number of digits counted for decimal point. WebStep 1: We ignore the decimals and multiply the given numbers. 201 × 60 = 12060 Step 2: We observe that 20.1 has 1 decimal place, and 6.0 has 1 decimal place. Therefore, the sum of the decimal factors is 2. Step 3: We place the decimal in the product leaving two digits from the right. So, 20.1 × 6.0 = 120.60 3) Find the product of 36 × 0.5. meaning of production manager
5.4: Multiplying Decimals - Mathematics LibreTexts
Web24 mar. 2024 · About Press Copyright Contact us Creators Advertise Developers Terms Privacy Policy & Safety How YouTube works Test new features NFL Sunday Ticket Press Copyright ... WebThere are some beautiful arithmetic strategies. For example: i) Multiplying a number by 5 is the same as multiplying the number by 10 and taking half (in either order). ii) Multiplying a number by 99 is the same as multiplying by 100 and then subtracting the original number. iii) Zeros at the end of a whole number cancel out decimal places in ... Web27 iul. 2024 · They love this one a lot! Okay so start with following the same way as lattice method above. Place the 35 (without the decimal) and then 27 on the right side. Make sure it is on the right side. Then multiply the counter parts like you just did in the partial products. 3 x .20= 0.60. .5 x .20 = .100. 3 x .07 = .21. .5 x .07 = 0.035. meaning of productive cough