Question

Find the product (using Distributive Property)
73 x 998​

Answer 1

$\underline { \blue { Distributive \: Property : }}$

$\boxed { \pink { a(b+c) = a\times b + a \times c }}$

$Given , 73 \times 998 \\= 73 \times [1000 + (-2) ]$

$Here , a = 73 , \: b = 1000 \:and \: c = -2$

$= 73 \times 1000 + 73 \times (-2) \\= 73000 - 146 \\= 72854$

Therefore.,

$\red { Value \:of \: 73 \times 998 } \green {=72854}$

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Answer 2

Answer:

\underline { \blue { Distributive \: Property : }}

DistributiveProperty:

\boxed { \pink { a(b+c) = a\times b + a \times c }}

a(b+c)=a×b+a×c

\begin{gathered} Given , 73 \times 998 \\= 73 \times [1000 + (-2) ]\end{gathered}

Given,73×998

=73×[1000+(−2)]

Here , a = 73 , \: b = 1000 \:and \: c = -2Here,a=73,b=1000andc=−2

\begin{gathered} = 73 \times 1000 + 73 \times (-2) \\= 73000 - 146 \\= 72854 \end{gathered}

=73×1000+73×(−2)

=73000−146

=72854

Therefore.,

\red { Value \:of \: 73 \times 998 } \green {=72854}Valueof73×998=72854

♪••.