Answer:
The weigh of yellow potatoes that James bought is 8330 kilograms .
Step-by-step explanation:
Given as :
The weigh of red potatoes that James bought = 245 kilograms
The weigh of yellow potatoes that James bought = 34 times the weight of red potatoes
Let The weigh of yellow potatoes that James bought = x kg
Now, According to question
∵The weigh of yellow potatoes that James bought = 34 times the weight of red potatoes
i.e The weigh of yellow potatoes that James bought = 34 × The weigh of red potatoes that James bought
Or, x = 34 × 245 kg
Or, x = 8330 kg
So, The weigh of yellow potatoes that James bought = x = 8330 kg
Hence, The weigh of yellow potatoes that James bought is 8330 kilograms . Answer
Step-by-step explanation:
sorry but I need the points, thanks by the way
Answer:
Variables:
x - group lessons
y - private lssons
The systems of equations to represent the problem:
12x+3y=132
10x+2y=100
Solution:
The cost for private lessons is $200
Step-by-step explanation:
x is the number of group lessons
y is the number of private lessons
multiply 12x+3y=132 by 5
multiply 10x+2y=100 by -6
so now the two equations you have are
60x+15y=660
-60x+-12y=-600
add the two equations together and you get
3y = 600
now solve for y:
y=200
Answer:
3x+36
Step-by-step explanation:
(3•x)+(3•12)
3x+36
You can set them equal to eachother
x+1=3x-19
solve for X
-3x both sides
-2x+1=-19
-1 both sides
-2x=-20
÷-2 both sides
x=10
y=10+1
y=11