Each person should pay an amount of $90 towards the cost of gas for the road trip.
Arithmetic operations can also be specified by subtracting, dividing, and multiplying built-in functions.
First, you need to calculate the total amount of gas that the car will consume on the road trip. To do this, divide the total distance of the trip by 100 kilometers per liter to get the number of liters of gas that the car will consume:
4000 km / 100 km/ 6 liter = = 40 x 6 = 240 liters.
Then, multiply the number of liters of gas by the cost per liter to find the total cost of gas for the trip:
240 liters x $1.50/liter = $360
Finally, divide the total cost of gas by the number of people in the car to find how much each person should pay:
$360 / 4 people = $90/person.
Therefore, each person should pay 90 dollars.
Learn more about Arithmetic operations here:
#SPJ2
Each person should pay $90.4000km x 6L/100km = 240L x $1.50 = $360/3 = $120 per person
First you must determine how many liters of gas will be required for this 4000 kilometer trip:
4000km x 6liters/100km = 40 x 6 = 240 liters.
Each liter costs $1.50, so now find the total cost of the gas:
240liters x $.150/liter = $360
This cost is being shared by 3 people, so:
$360 ÷ 4 = $90
Answer is $90
i hope this helps!
Answer:
Refer below for the explanation.
Step-by-step explanation:
As per the question we are asked to combine f(n) = 11 and g(n) = −2(n − 1), both of them to create arithmetic sequence and solve for 31st term.
So first we are about to solve and combine both of the equation which becomes ,
Fn = 11 -2(n-1)
Fn=11-2(n-1)
F31=-49
Fn=11-2(n-1)
F31=-51
Fn=11+2(n-1)
F31=71
Fn=11+2(n-1)
F31=73
To create an arithmetic sequence using the given functions, we add the functions together and substitute the desired term. The 31st term of the arithmetic sequence is -49.
To combine the functions f(n) = 11 and g(n) = -2(n - 1) into an arithmetic sequence, we need to find the common difference between the terms. The common difference between the terms in an arithmetic sequence is obtained by subtracting one term from the previous term. In this case, the common difference is g(n). So, the arithmetic sequence can be expressed as an = f(n) + g(n).
For the 31st term, we substitute n = 31 into the equation and calculate:
a31 = f(31) + g(31)
a31 = 11 + [-2(31 - 1)]
a31 = 11 + [-2(30)]
a31 = 11 + [-60]
a31 = -49
Therefore, the 31st term of the arithmetic sequence an is -49.
#SPJ12
The statements that best describes its construction is:
There is one possible triangle with these side lengths.
We know that with the help of three given angle measures infinite number of triangles could be constructed with different side lengths and with the help of three gives side lengths a unique triangle is constructed.
Here we are given three side lengths as:
8 centimeters, 13 centimeters, 15 centimeters.
This means that there is only one such triangle possible.
of the course without trees?
unit
Answer:
61
Step-by-step explanation:
99 minus 38
Answer:
61 meters
Step-by-step explanation:
To find this answer, you need to subtract the length with trees from the total length of the course. With this information, you get an equation that looks something like x + 38 = 99, with x being the length of the course without trees.
Subtract 38 from both sides:
x + 38 = 99
- 38 - 38
x = 99 - 38
Simplify:
x = 61
Answer: 375 sq.ft
Step-by-step explanation:
Answer:it means different
Step-by-step explanation: