If n+10^3/ m+33=4 and m=10, then n/m=?

Question

If  \frac{(n+10^3)}{(m+10)}=4  and m=10, then  \frac{n}{m} = ?

(A) -92
(B) 4-10^-2
(C) 4x10^2
(D) 4
(E) 99

A

generis · Answer

m = 10

\frac{(n+10^3)}{(m+10)}=4

\frac{(n+1,000)}{(10+10)}=4

n+1,000=80 
 n = -920

\frac{n}{m}=\frac{-920}{10}= -92

Answer A

JeffTargetTestPrep · Answer

Substituting 10 for m, we have:

(n + 10^3)/(10 + 10) = 4

(n + 1000)/20 = 4

n + 1000 = 80

n = -920

Thus,

n/m = -920/10 = -92

Answer: A

push12345 · Answer

Substituting m=10 in equation 
We get 
n-1000=80

N=-920

n/m=-920/10= -92

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Abhishek009 · Answer

\frac{(n+10^3)}{(m+10)}=4

Or,  n + 1000 = 4(10 + 10)

Or,  n + 1000 = 80

So,  n = -920

Now,  \frac{n}{m} =  \frac{-920}{10}  =  -92  ,   Answer must be (A)

ManifestDreamMBA · Answer

\frac{(n+10^3)}{(m+10)}=4 
 \frac{(n+10^3)}{(10+10)}=4 
 \frac{(n+10^3)}{20}=4

n+10^3=80

n=80-1000=-920

\frac{n}{m}= \frac{-920}{10}

\frac{n}{m}= -92

If n+10^3/ m+33=4 and m=10, then n/m=?

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If n+10^3/ m+33=4 and m=10, then n/m=?

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