the equation be
y = mx + c
where
m = slope
c = y intercept
Statement 1
m=3c
substitute in the eqn
y =3cx + c
we cant solve for c
insufficient
Statement 2
x intercept is -1/3
To find x intercept
put y = 0 in the equation
0= mx + c
c = - mx
put the value of x
c= - m * -1/3
=1/3m
still we dont know the value of m
so insufficient
using both
c = 1/3 m from statement 2
and m = 3c
we cant solve for c
so insufficient
Answer is E
y intercept
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Source: Beat The GMAT — Data Sufficiency |
- Robinmrtha
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benissleeping
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Yes E, both statements are in effect the same equation.
(1) y=mx+c when x=0 y=c m=3c
y=3cx+c NS
(2)
0=-1/3m+c
m=3c NS
Both statements are m=3c
So E
(1) y=mx+c when x=0 y=c m=3c
y=3cx+c NS
(2)
0=-1/3m+c
m=3c NS
Both statements are m=3c
So E












