Respuesta :
7 1/2 days.
Days needed to complete full job: Mr. Boll = 5 days Son = x days Together = 3 days
Amount of job completed per day: Mr. Boll = 1/5 of bale Son = 1/x of bale Together = 1/3 of bale
Equation: 1/5 + 1/x = 1/3 1/x = 5/15 - 3/15 1/x = 2/15 1 = (2/15)x x = 15/2 <=>
Days needed to complete full job: Mr. Boll = 5 days Son = x days Together = 3 days
Amount of job completed per day: Mr. Boll = 1/5 of bale Son = 1/x of bale Together = 1/3 of bale
Equation: 1/5 + 1/x = 1/3 1/x = 5/15 - 3/15 1/x = 2/15 1 = (2/15)x x = 15/2 <=>
1/2 days (15/2)
Days needed to complete full job:
Mr. Boll = 5 days
Son = x days
Together = 3 days
Amount of job completed per day:
Mr. Boll = 1/5 of bale
Son = 1/x of bale
Together = 1/3 of bale
Equation:
1/5 + 1/x = 1/3
1/x = 5/15 - 3/15
1/x = 2/15
1 = (2/15)x
x = 15/2
This is just like trying to find the x just have to figure the part out hope this help
Days needed to complete full job:
Mr. Boll = 5 days
Son = x days
Together = 3 days
Amount of job completed per day:
Mr. Boll = 1/5 of bale
Son = 1/x of bale
Together = 1/3 of bale
Equation:
1/5 + 1/x = 1/3
1/x = 5/15 - 3/15
1/x = 2/15
1 = (2/15)x
x = 15/2
This is just like trying to find the x just have to figure the part out hope this help