JustcallmeLONELYviz
Answered

Make a systematic arrangement of logarithms for your exact answer.

2.)
[tex] \frac{(9.2) {(}^{5} \sqrt{.0482}) {} }{(.6420 {)}^{2} } [/tex]
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KailesExicutored123viz

[tex] \large\sf{DIRECTIONS:} [/tex]

Make a systematic arrangement of logarithms for your exact answer.

2). [tex] \frac{(9.2) {(}^{5} \sqrt{.0482}) {} }{(.6420 {)}^{2} } \\ [/tex]

  • Just follow how to do the one in the picture, that's not the answer.

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JasmineYUKIviz

Make a systematic arrangement of logarithms for your exact answer.

2.) [tex] \frac{(9.2) {(}^{5} \sqrt{.0482}) {} }{(.6420 {)}^{2} } [/tex]

Solution

= log 9.2 + log (.0482)⅕ log (.6421)²

= log 9.2 + [tex] \frac{1}{5} [/tex] log .0482 - 2 log .6420

= .9638 + [tex] \frac{1}{5} [/tex] (-.3170) - 2 (.2125)

= .9638 + (-.2634) - .425

= 0.7004 - .425

= .2754

Answer: .2754