Find the product using a suitable property-854- 102

854× 102 102 can be splitted as (100 + 2) nbsp; = 854×(100+2 ) (0.5 mark) Now, we can use the distributive property, a×(b+c) = (a×b) + (a×c) (0.5 mark) ...

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Standard V

Mathematics

Multiplication of Decimals

Find the prod...

Question

Find the product using a suitable property:

$854 \times 102$

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Solution

$854 \times 102$

102 can be splitted as (100 + 2)

= $854 \times (100 + 2)$
(0.5 mark)

Now, we can use the distributive property,

a×(b+c) = (a×b) + (a×c)
(0.5 mark)

We get,
= $(854 \times 100) + (854 \times 2)$

= $85400 + 1708$

= $87108$
(0.5 mark)

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Find the product using a suitable property: 854×102

854×102 102 can be splitted as (100 + 2) = 854×(100+2) (0.5 mark) Now, we can use the distributive property, a×(b+c) = (a×b) + (a×c) (0.5 mark) We get, = (854×100)+(854×2) = 85400+1708 = 87108 (0.5 mark)

Find the product using a suitable property:

$854 \times 102$

$854 \times 102$

102 can be splitted as (100 + 2)

= $854 \times (100 + 2)$
(0.5 mark)

Now, we can use the distributive property,

a×(b+c) = (a×b) + (a×c)
(0.5 mark)

We get,
= $(854 \times 100) + (854 \times 2)$

= $85400 + 1708$

= $87108$
(0.5 mark)