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M is 35% of N; L is 25% of N. What percent of M is L?
- a)40.5%
- b)500/7%
- c)140%
- d)Data insufficient.
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
M is 35% of N; L is 25% of N. What percent of M is L?a)40.5%b)500/7%c)...
M is 35% of N, and L is 25% of N So, M = 0.35N, and L = 0.25N.
To find out what percent L is of M, we need to evaluate:
(L/M) × 100% = (0.25N/0.35N) ×100%
= (25/35) × 100%
= 500/7 %
=
To find out what percent L is of M, we need to evaluate:
(L/M) × 100% = (0.25N/0.35N) ×100%
= (25/35) × 100%
= 500/7 %
=
Most Upvoted Answer
M is 35% of N; L is 25% of N. What percent of M is L?a)40.5%b)500/7%c)...
Given Information:
M = 35% of N
L = 25% of N
To find:
What percent of M is L?
Solution:
Step 1: Express M and L in terms of N.
M = 0.35N
L = 0.25N
Step 2: Calculate the ratio of L to M.
Ratio of L to M = L/M = (0.25N) / (0.35N) = 0.25 / 0.35
Step 3: Convert the ratio to a percentage.
Percentage = (0.25 / 0.35) * 100% = 500/7%
Therefore, the percent of M that L represents is 500/7%. Hence, the correct answer is option B.
M = 35% of N
L = 25% of N
To find:
What percent of M is L?
Solution:
Step 1: Express M and L in terms of N.
M = 0.35N
L = 0.25N
Step 2: Calculate the ratio of L to M.
Ratio of L to M = L/M = (0.25N) / (0.35N) = 0.25 / 0.35
Step 3: Convert the ratio to a percentage.
Percentage = (0.25 / 0.35) * 100% = 500/7%
Therefore, the percent of M that L represents is 500/7%. Hence, the correct answer is option B.
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