Question

find the value of 368*12+18*368 by using appropriate property..

Answer 1

368(12+18)
=368×30
=11040 (by distributive property)
a×b+a×c=a(b+c)

Hope it will help you!

Answer 2

Answer:

Using distributive property,  $368$×$12+368$×$18=11040$

Step-by-step explanation:

As per the data in the given question, we have to solve 368 × 12 + 368 × 18 using a property.

Here a number 368 is multiplying with two numbers $12$ and $18$ and adding these two numbers. Here the distributive property is used.

As we know the distributive property of multiplication over addition. It is applicable when we multiply a value by a sum.

According to distributive property,

$a$×$b+a$×$c=a(b+c)$

Compare the standard expression of distributive property with the question $368$×$12+368$×$18$.

Where $a=368$, $b=12$ and $c=18$.

Simplify using distributive property. We can take out the multiplication term and add the addition terms.

Then we get,

$368$×$12+368$×$18=368(12+18)$

Further solving the above expression.

⇒  $368$×$12+368$×$18=368$×$30$

⇒ $368$×$12+368$×$18=11040$

Hence the solution of  $368$×$12+368$×$18$ is

$368$×$12+368$×$18=11040$ using distributive property.

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