Answer:
[tex]58\times 12=696[/tex]
Step-by-step explanation:
We have to multiply 58 and 12.
This could be done by distributive property of multiplication over addition which is:
[tex]a\times b\\=a\times (c+d)\\=(a\times c) + (a\times d)[/tex]
Evaluation of [tex]58\times 12[/tex]
[tex]58\times 12\\=58\times (10 + 2)\\=(58\times 10) + (58\times 2)\\=580 + 116\\=696[/tex]
Distributive property makes us easy to calculate complicated product by dividing the number into smaller parts.
