Members pay a $12 membership fee and $5 for each aerobic class.
i.e. if x is the number of aerobic classes then,
Members have to pay=5x+12
Nonmembers pay $6 for each aerobic class.
i.e. if x is the number of aerobic classes then,
Non members have to pay=6x
We have to determine the number of classes so that they both have to pay same amount
i.e. we have to find the value of x in
6x=5x+12
Subtracting both sides by 5x, we get
x=12
Hence, for 12 classes members and nonmembers have to pay the same amount
Make an equation:
5x+12=6x
Use the subtraction property:
x=12
The final answer is that the cost for members and nonmembers will be the same when there have been 12 classes.
Answer: Well, each grandparent would only have two parents, and those parents would each have two parents, unless adoption was involved, so there would be four grandparents for each grandparent. Eight would be your answer, I think.
5x+6y=−11
5x=2y−3
The required solution of the simultaneous equation is x = -1 and y = -1.
Given that,
To solve the given simultaneous equation,
5x+6y= −11
5x = 2y −3
Simultaneous linear equations are two- or three-variable linear equations that can be solved together to arrive at a common solution.
here,
5x = 2y −3 - - - - - (1)
5x+6y= −11
By substitution, from equation 1
2y - 3 + 6y = -11
8y = -8
y = -1
Now,
5x = -2 - 3
x = -1
Thus, The required solution of the simultaneous equation is x = -1 and y = -1.
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Answer:
y= -1, x= -1
5x+6y=-11
-(5x-2y=-3)
8y=-8
y=-8/8
y= -1
5x+6(-1)=-11
5x-6 = -11
5x=-11+6
5x=-5
x=-5/5
x=-1
Complete question is;
Maya is choosing between several pay plans for her new job. If she usually has monthly sales of about $5,000, which plan would allow Maya to earn the most money in a month?
Plan, Monthly base salary, Commission rate
A, $500, 8%
B, $600, 7%
C, $700, 6%
D, $800, 5%
Options:
A. plan A
B. plan B
C. plan C
D. plan D
Answer:
Option D - Plan D
Step-by-step explanation:
For plan A, at 8% commission rate,her monthly pay would be, 500 + 8%*5,000 = $900
For plan B, at 7% commission rate, her monthly pay would be; 600 + 7%*5,000 = $950
For plan C, at 6% commission rate, her monthly pay would be;700 + 6%*5,000 = $1000
For plan D, at 5% monthly commission rate, her monthly pay = 800 + 5%*5,000 = $1050
So the plan that allows maya earn the most is the highest which is plan D
Answer:
Plan D
Step-by-step explanation: