Answer:
m+p-n
Step-by-step explanation:
given that Jerry manages a local car dealership. At the beginning of the month, his lot had m vehicles. During the month his salesman sold n vehicles, and he purchased p vehicles more
We are to find the number of vehicles did the dealership have at the end of the month
At the end of the month the dealer would have
no of vehicles at the start of the month- sales of the vehicle in that month+Purchase of vechicles during that month
No of vehicles at the start of the month = m
Purchase during month =p
Total vehicles including purchase = m+p
LESS: Vehicles sold in the month = n
No of vehicles at the end = m+p-n
-3(4x + -5)
-3×4x= -12x
-3 × -5= 15
-12x + 15
The answer is 75% djckdkskkak
Answer:
√(64÷√(98 = (4√2)/7
Step-by-step explanation:
The Sqrt(64) is equivalent to 8
And the Sqrt(98) is equivalent to Sqrt(49) x Sqrt(2) also known as 7 Sqrt(2)
Now since we can't have a Square Root at the denominator we multiply it by Sqrt(2) on both the numerator and denominator
We now have 8Sqrt(2)/14 which can be simplified to (4√2)/7
