Answer:
RATIO&PROPORTION
In 7:6 = _:36, identify the missing term to make equivalent ratios.
\large{ \green{ \boxed{ \purple{ \sf{n = 42}}}}}
n=42
Step-by-step explanation:
First, apply the cross multiplication method.
\begin{gathered} 7:6=_:36 \\ \frac{7}{6} = \frac{\red{ \sf{n}}}{36} \\ 6 \red{ \sf{n}} = (7)(36) \\ 6\red{ \sf{n}} = 252\end{gathered}
7:6=
:
36
6
7
=
n
6n=(7)(36)
6n=252
Second, apply the subsititution method.
\begin{gathered}6\red{ \sf{n}} = 252 \\ \frac{ \cancel{6}\red{ \sf{n}}}{6} = \frac{252}{6} \\ \large\red{ \boxed{ \green{ \sf{n} = 42}}}\end{gathered}
252
Therefore, the value of the missing term is 42.
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Answers & Comments
Answer:
RATIO&PROPORTION
In 7:6 = _:36, identify the missing term to make equivalent ratios.
Answer:
\large{ \green{ \boxed{ \purple{ \sf{n = 42}}}}}
n=42
Step-by-step explanation:
First, apply the cross multiplication method.
\begin{gathered} 7:6=_:36 \\ \frac{7}{6} = \frac{\red{ \sf{n}}}{36} \\ 6 \red{ \sf{n}} = (7)(36) \\ 6\red{ \sf{n}} = 252\end{gathered}
7:6=
:
36
6
7
=
36
n
6n=(7)(36)
6n=252
Second, apply the subsititution method.
\begin{gathered}6\red{ \sf{n}} = 252 \\ \frac{ \cancel{6}\red{ \sf{n}}}{6} = \frac{252}{6} \\ \large\red{ \boxed{ \green{ \sf{n} = 42}}}\end{gathered}
6n=252
6
6
n
=
6
252
n=42
Therefore, the value of the missing term is 42.