Question

Al calcular el a% del b% de c

Answer 1

alternativa correcta es la a)

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered}

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a (

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))=

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc =

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4 abc

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4 abc

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4 abc

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4 abc =abc×10

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4 abc =abc×10 −4

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4 abc =abc×10 −4

\begin{gathered}a\%(b\%(c)) \\ \frac{a}{100} ( \frac{b}{100} (c)) = \frac{abc}{10000} = \frac{abc}{ {10}^{4} } \\ = abc \times {10}^{ - 4} \end{gathered} a%(b%(c))100a ( 100b (c))= 10000abc = 10 4 abc =abc×10 −4