20 workers can finish a job in 6 days. How long would it take 10 workers to finish the same job?
5.What are the products of the terms of two ratios?
A. 140 and 10N
B. 60 and 10N
C. 200 and 10N
D. 120 and 10N
6.What will be the equation?
A. 6N=60
B. 10N=300
C. 10N=120
D. 20N=200
7.How long would it take 10 workers to finish the job?
A. 10
B. 12
C. 30
D. 8
!!PLEASE ANSWER WISELY I REALLY NEED THE ANSWER!!
5.What are the products of the terms of two ratios?
A. 140 and 10N
B. 60 and 10N
C. 200 and 10N
D. 120 and 10N
6.What will be the equation?
A. 6N=60
B. 10N=300
C. 10N=120
D. 20N=200
7.How long would it take 10 workers to finish the job?
A. 10
B. 12
C. 30
D. 8
!!PLEASE ANSWER WISELY I REALLY NEED THE ANSWER!!
Add an Answer
More Questions From This User See All
Answers & Comments
Verified answer
Answer:
12 days
Step-by-step explanation:
When the no. of workers will increase then the no. of days will decrease.
Therefore, no. of workers is inversely proportional to the no. of days.
Let 20 workers will require X days to complete the job.
Therefore, 10/20 = 6/X
10 × X = 6 × 20
X = 6 × 20/10
X = 6 × 2
X = 12.
Therefore, 20 workers will require 12 days to finish the same job.
Hope it helps