1
SAT TEST EXAM 2025QUESTIONS AND CORRECT
DETAILED ANSWERS (VERIFIED ANSWERS) ALL
ANSWERED {51 Q & A} ALREADY GRADED A+ / SAT TEST
PRACTICE EXAM | GUARANTEED PASS
The manager of an apartment building needs an electrician to repair the power
generator for the building. The table below shows the fixed amount for a time
service call and hourly charges for two different companies. Which of the
following equations gives the total cost, y, of repairing the power generator in
terms of the total number of hours, x, from company A?
A ) y = 48x + 75
B ) y = 75x + 48
C ) y = 40x + 55
D ) y = 55x + 40
D )y = 55x + 40
For what number of hours, x, will the total cost of repairing the generator for
company B be less than or equal to the total cost of repairing the laugh generator
for company A?
A) x≥5/2
,2
B) x≤ 5/2
C) x≥5
D ) x≤5
C) x≥5
Company B's total cost, y, is the fixed amount for a service call plus the hourly
rates. If the relationship between Company B's total cost, y, and the number of
hours, x, is graphed in the xy - plane, what does the slope of the line represent?
A) Fixed amount for a service call
B) Hourly Rate
C) Total amount for one day
D) Total amount for repairing the power generator
B) Hourly Rate
Apex Car Rental company charges a flat fee of $ 40.00 per day plus $ 0.75 per mile
to rent a car. Jason Car Rental company charges a flat fee of $ 64.00 per day plus $
0.60 per mile to rent a car. If a car is rented for three days, at how many miles
would the rental charges of the two companies be the same?
A) 480
B) 450
C) 420
D) 380
, 3
A) 480
It took Sara a total of 42 minutes to jog from home to the park and back again, by
the same path. If she averaged 8 miles per hour going to the park and 6 miles per
hour coming back, what is the distance from her home to the park?
A ) 2.4 miles
B ) 2.8 miles
C ) 3.2 miles
D ) 3.6 miles
A ) 2.4 miles
Carl drove from his home to the average speed of 50 mph and along the same
route at an average speed of beach at an returned home 30 mph . His total driving
time for the trip was 2 hours . Solving which of the following systems of equations
yields , x , the time it took for Carl to drive to the beach and , y , the time spent for
the return trip ?
A ) x = y +2
50x = 30y
B)x+y=2
30x = 50y
C)x+y=2
50x = 30y
D)y=x+2
SAT TEST EXAM 2025QUESTIONS AND CORRECT
DETAILED ANSWERS (VERIFIED ANSWERS) ALL
ANSWERED {51 Q & A} ALREADY GRADED A+ / SAT TEST
PRACTICE EXAM | GUARANTEED PASS
The manager of an apartment building needs an electrician to repair the power
generator for the building. The table below shows the fixed amount for a time
service call and hourly charges for two different companies. Which of the
following equations gives the total cost, y, of repairing the power generator in
terms of the total number of hours, x, from company A?
A ) y = 48x + 75
B ) y = 75x + 48
C ) y = 40x + 55
D ) y = 55x + 40
D )y = 55x + 40
For what number of hours, x, will the total cost of repairing the generator for
company B be less than or equal to the total cost of repairing the laugh generator
for company A?
A) x≥5/2
,2
B) x≤ 5/2
C) x≥5
D ) x≤5
C) x≥5
Company B's total cost, y, is the fixed amount for a service call plus the hourly
rates. If the relationship between Company B's total cost, y, and the number of
hours, x, is graphed in the xy - plane, what does the slope of the line represent?
A) Fixed amount for a service call
B) Hourly Rate
C) Total amount for one day
D) Total amount for repairing the power generator
B) Hourly Rate
Apex Car Rental company charges a flat fee of $ 40.00 per day plus $ 0.75 per mile
to rent a car. Jason Car Rental company charges a flat fee of $ 64.00 per day plus $
0.60 per mile to rent a car. If a car is rented for three days, at how many miles
would the rental charges of the two companies be the same?
A) 480
B) 450
C) 420
D) 380
, 3
A) 480
It took Sara a total of 42 minutes to jog from home to the park and back again, by
the same path. If she averaged 8 miles per hour going to the park and 6 miles per
hour coming back, what is the distance from her home to the park?
A ) 2.4 miles
B ) 2.8 miles
C ) 3.2 miles
D ) 3.6 miles
A ) 2.4 miles
Carl drove from his home to the average speed of 50 mph and along the same
route at an average speed of beach at an returned home 30 mph . His total driving
time for the trip was 2 hours . Solving which of the following systems of equations
yields , x , the time it took for Carl to drive to the beach and , y , the time spent for
the return trip ?
A ) x = y +2
50x = 30y
B)x+y=2
30x = 50y
C)x+y=2
50x = 30y
D)y=x+2
