
The correct options are:
    Choice A
    Choice C
and  Choice E
We are asked to find the value of:
          60% of 94
We know that: it is represented as:
 [tex]60\%\ of\ 94=\dfrac{60}{100}\times 94\\\\\\=0.6\times 94[/tex]
Choice A)
      [tex]0.06\cdot 940[/tex]
We know that:
  [tex]0.6\times 94[/tex] could also be written as:
[tex]0.06\times 940[/tex]
Since we multiplied and divide by 10 such that:
[tex]=0.6\times 94\times \dfrac{10}{10}\\\\\\=\dfrac{0.6}{10}\times (94\times 10)\\\\\\=0.06\times 940[/tex]
Hence, option: A is correct.
Choice B)
         [tex]0.6\cdot 940[/tex]
This option is incorrect.
Since by choice A we get that the correct expression is: Â [tex]0.06\cdot 940[/tex]
Choice C)
       We get:
    [tex]\dfrac{3}{5}\cdot 94[/tex]
This option is correct.
Since,
[tex]60\%\ of 94\ is:\\\\\\=\dfrac{60}{100}\cdot 94\\\\\\=\dfrac{3}{5}\cdot 94[/tex]
Choice D)
               [tex]60\cdot 94[/tex]
This option is incorrect because the actual expression is:
     [tex]0.6\cdot 94[/tex]
Choice E)
        [/tex]\dfrac{60}{100}\cdot 94[tex]
This is the correct expression.