Question

Solve for n: 6n-5p/11t=c

Answer 1

Your question can be interpreted in two ways, I will solve both you then take the one you mean.
$\frac{6n-5p}{11t} =c \\ 6n-5p=11ct \\ 6n=11ct+5p \\ n= \frac{11ct+5p}{6}$
Alternatively,
$6n- \frac{5p}{11t} =c \\ 66nt-5p=11ct \\ 66nt=11ct+5p \\ n= \frac{11ct}{66t} + \frac{5p}{66t} \\ n= \frac{1}{6} c+\frac{5p}{66t}$

Answer 2

Answer:

The simplified form for n is $\frac{11tc+5p}{6}$

Step-by-step explanation:

We need to solve the given expression for the $n$

Given expression is $\frac{6n-5p}{11t}=c$

$\frac{6n-5p}{11t}=c$

Multiply both the sides by 11t,

$11t\times \frac{6n-5p}{11t}=11t\times c$

$6n-5p=11tc$

Add both the sides by 5p

$6n-5p+5p=11tc+5p$

$6n=11tc+5p$

Divide both the sides by 6,

$n=\frac{11tc+5p}{6}$

Therefore, the simplified form for n is $\frac{11tc+5p}{6}$