Answer:
The Answer is [tex]\frac{3657}{1000} \ or \ 3.657[/tex]
Step-by-step explanation:
Given
[tex]3\times1+\frac{6\times1}{10}+\frac{5\times1}{100}+\frac{7\times1}{1000}\\[/tex]
Now Solving Above using PEDMAS rule we get;
[tex]3+\frac{6}{10}+\frac{5}{100}+\frac{7}{1000}[/tex]
Now we will make take LCM we get;
[tex]\frac{3\times1000}{1000}+\frac{6\times100}{10\times100}+\frac{5\times10}{100\times10}+\frac{7\times1}{1000}\\\\\frac{3000}{1000}+\frac{600}{1000}+\frac{50}{1000}+\frac{7}{1000}\\\\\frac{3000+600+50+7}{1000}\\\\\frac{3657}{1000} \ or \ 3.657[/tex]
Hence the answer is [tex]\frac{3657}{1000} \ or \ 3.657[/tex]
