ok well if you have a cost of $12 per box then you would multiply that by 15 to get the total cost of all the boxes before tax.
12*15=180
So the total cost of all the boxes before tax is $180.
Then to find the tax you multiply the total cost of all the boxes before tax which is $180 by 6%.
180*0.06=10.8 then you have to add the tax number to total cost to find out how much you pay with tax.
so you pay $169.2 for all the boxes of citrus fruits
Answer:
60
Step-by-step explanation:
Let b = full budget
Of means multiply and is means equals
25%* b = 15
Change to decimal form
.25b = 15
Divide each side by .25
.25b/.25 = 15/.25
b =60
The full budget is 60
Answer: (A) The fraction of residents opposed to the project was three-sevenths (3/7)
(B) The total number of residents is 2,128.
Step-by-step explanation: If the number of residents in support of the building project is expressed as a fraction of the total number, then the total number can be expressed as 1. That means we should have two fractions, those in support and those not in support and their addition should be equal to 1.
Hence if the total is 1 and 4/7 are in support, the fraction of those opposed (let that be y) can be calculated as
y = 1 - 4/7
y = 7/7 - 4/7
y = (7 - 4)/7
y = 3/7
Also, the number of residents not in support is 912 (which is 3/7 of the total). That means 912 is three out of seven of f the total population. In other words,
3/7 = 912/x
(Where x is the total population)
By cross multiplication we now have
3x = 912 x 7
x = 6384/3
x = 2128
Therefore the total population of residents is 2,128.
1: 0.5 and 50%
2: .2 and 20%
3: .75 and 75%
10: (1/10) and 10%
11: (3/5) and 60%
12: (1/4) and 25%
Answer:
X-int= -2 and -4 Y-int= -8 Vertex= (-3,1)
Step-by-step explanation:
The y-int is the point where the graph goes through the Y-axis
The x-int is the point where the graph goes through the X-axis
The vertex is the point where the graph stops rising( in this case) and starts dropping (in this case). For a parabola that opens upwards the opposite is the vertex.
