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Multiplying Decimals. What happened to my line?!?!?!?!??!. Multiplying Fractions:. Is the product ALWAYS smaller than the fractions (factors)? Meaning, is this true for all fractions?. Multiplying Fractions:.

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multiplying decimals

Multiplying Decimals

What happened to my line?!?!?!?!??!

slide3
Multiplying Fractions:Is the product ALWAYS smaller than the fractions (factors)? Meaning, is this true for all fractions?It depends on the factors!
do not line up the decimals
Do NOT line up the decimals!

The decimal places are growing and growing!

why is this happening
Why is this happening?
  • We are multiplying hundredths times tenths:
  • So, the answer must be in thousandths!
let s see that again
Let’s see that again:

hundredths

times

tenths =

thousandths!

The other multiplication stuff works like it always did.

slide9
Multiplying Fractions:

Multiplying Decimals:

If one of the factors (fractions OR decimals) is greater than 1 than the product will be bigger than one of the fractions/decimals? If BOTH are bigger than 1 than the product will be bigger!!

how do you know how many decimal places to put in the answer
How do you know how many decimal places to put in the answer?
  • Trick:
    • Count up the place values after the decimal point in the problem.
    • If there are 3 place values after the decimal points in the factors then your answer needs to be in the thousandths place…needs 3 decimal places.
0 07 0 2
0.07 • 0.2

23

  • 14
  • 1.4
  • 0.14
  • 0.014
  • 0.0014
  • 0.27

0

5 0 028
5 • 0.028

23

  • 14
  • 1.4
  • 0.14
  • 0.014
  • 0.0014
  • 0.27

0

4 8 3 25
4.8 • 3.25

Non-Response Grid

0 08 0 205
0.08 • 0.205

Non-Response Grid

slide17
EXIT SLIP:Text in your answer…Without multiplying…will 11.7 • 5 be closer to 55 or 60? Explain your reasoning.
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