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Byju's Answer

Standard VI

Mathematics

Properties of Multiplication of Integers

200+300+100 =...

Question

$200 + (300 + 100) = (200 + 300) + 100$
$This is an example of$ .

distributivity

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associativity

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commutativity

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identity

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Solution

The correct option is B associativity
$We know that by associative property, a+(b+c) = (a+b)+c.$

$So, if a = 200, b = 300 and c = 100, 200 + (300 + 100) = (200 + 300) + 100.$

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Similar questions

200 + (300 + 100) = (200 + 300) + 100

This is an example of

Q. Observe the pattern and fill in the blanks.
2

\times

200 = 400 2

\times

300 = 600 2

\times

400 = 800
3

\times

200 = 600 3

\times

300 = 900 3

\times

400 = 1200
4

\times

200 = 800 4

\times

300 = 1200 4

\times

400 = 1600
5

\times

200 = 1000 5

\times

300 = 1500 5

\times

400 = 2000
6

\times

200 =____ 6

\times

300 =____ 6

\times

400 =____
7

\times

200 =____ 7

\times

300 =____ 7

\times

400 =____
8

\times

200 =____ 8

\times

300 =____ 8

\times

400 =____
9

\times

200 =____ 9

\times

300 =____ 9

\times

400 =____
10

\times

200 =____ 10

\times

300 =____ 10

\times

400 =____
11

\times

200 =____ 11

\times

300 =____ 11

\times

400 =____
14

\times

200 =____ 14

\times

300 =____ 14

\times

400 =____
15

\times

200 =____ 15

\times

300 =____ 15

\times

400 =____
25

\times

200 =____ 25

\times

300 =____ 25

\times

400 =____
27

\times

200 =____ 27

\times

300 =____ 27

\times

400 =____
39

\times

200 =____ 39

\times

300 =____ 39

\times

400 =____
48

\times

200 =____ 48

\times

300 =____ 48

\times

400 =____
50

\times

200 =____ 50

\times

300 =____ 50

\times

400 =____

Q. 9. Income per 0-100 100-200 200-300 300-400 400-500 500-600 600-700 700-800day inNumber 4 8of persons104

Q. The value of

(10)^{0} \times (20)^{0} \times (30)^{0}

is:

Find the mode of the following data.

$\begin{matrix} Class/space interval & 0 - 100 & 100 - 200 & 200 - 300 & 300 - 400 & 400 - 500 Frequency & 7 & 11 & 15 & 9 & 8 \end{matrix}$

___

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200+(300+100)=(200+300)+100 This is an example of .

The correct option is B associativityWe know that by associative property, a+(b+c) = (a+b)+c. So, if a = 200, b = 300 and c = 100, 200+(300+100)=(200+300)+100.

$200 + (300 + 100) = (200 + 300) + 100$
$This is an example of$ .

The correct option is B associativity
$We know that by associative property, a+(b+c) = (a+b)+c.$

$So, if a = 200, b = 300 and c = 100, 200 + (300 + 100) = (200 + 300) + 100.$