The distributive property states when any expression containing three numbers A, B, and C, expressed in form [tex]\bold{A (B + C)}[/tex], is resolved as [tex]\bold{A (B + C) = AB + AC}[/tex], and the calculation can be defined as follows:
- When we multiply a number by a sum, and from the above is adding uses to show how and where to answer statements of the form [tex]\bold{a(b + c)}[/tex], that's multiplication and division.
Given:
[tex]\bold{48\times 3}[/tex]
To find:
Solve by distributive property
Solution:
[tex]\to \bold{48\times 3=(40+8) \times 3}\\\\[/tex]
Solve L.H.S part:
[tex]\to \bold{48 \times 3= 144}\\\\[/tex]
Solve L.H.S part:
[tex]\to \bold{(40+8) \times 3}\\\\\to \bold{40\times 3 +8\times 3 }\\\\\to \bold{120 + 24 }\\\\\to \bold{144}\\\\[/tex]
Therefore, the final answer is "L.H.S= R.H.S".
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