The scale drawing represents Kim’s living room. She wants to put new baseboards on the walls of the room. If the scale is 2 cm:1 m and the baseboard costs $4.19 per meter, how much would it cost to put baseboards in Kim’s living room?A. $4.53
B. $79.61
C.$159.22
D. $318.44
THE SCALE DRAWING IS AT THE BOTTOM:
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Related Questions
Dominic works on the weekends and on vacations from school mowing lawns in his neighborhood. For every one lawn he mows, he charges $6. Complete the table. Then write the ordered pairs and create a labeled graph. 1. Write the ratio of lawns mowed to the money he charges. ___________________2. Below, fill in the ratio table for up to five (5) lawns3. Graph the ordered pair, create a number scale for the X and Y axis, label the X and Y4. axis with a title, connect the points with a line, label the line with the equation. Please explain your answer for every question, 1-4 and put the answers in order.PLS HELP ME
If the ratio of purple bikes to red bikes is 8 to 12 and there are a total of 100bikes, how many of them are purple? *
The weight of the giraffe is .8 the weight of the hippo the hippo weights 2.5 tons how much does the giraffe weight?
PLZ HELP FASTsimplify 1+[2x-3 (1.8divided by0.2)] X is not multiply A: 2x-26 B:2x+28 C:3x-27 D:-7x+1
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Answer:
Hope it helps you............
Final answer:
To find the remaining area of the paperboard, calculate the area of the rectangle, subtract the area of the semicircle. The area of the rectangle is 336 square inches, and the area of the semicircle is 32π square inches. The remaining area is approximately 236.05 square inches.
Explanation:
To answer this question, we first need to calculate the area of the entire paperboard, and then calculate the area of the semi-circle that was cut out. We then subtract the area of the semi-circle from the area of the paperboard to get the remaining area.
The area of a rectangle is calculated by multiplying its length by its width. For the paperboard, we find the area by multiplying 21 inches (length) by 16 inches (width), which gives us 336 square inches.
Next, we have to calculate the area of the semi-circle that was cut out. Assuming the cut was made along the width of the paperboard, the diameter of the semi-circle would be 16 inches. The radius, therefore, is 8 inches. The area of a circle is given by the formula πr², where r is the radius. For a semi-circle, we simply take half of this. This gives us an area of half of π(8)² = 32π square inches.
So, to find the remaining area of the paperboard, we subtract the area of the semi-circle from the area of the rectangle: 336 square inches - 32π square inches = approximately 236.05 square inches.
Learn more about Area Calculation here:
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A. 300 in²
B. 360 in²
C. 204 in²
D. 420 in²
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Answer:
B. 360 in²
Step-by-step explanation:
Rectangle 1
length = 12 in
breadth = 12 in
Surface area = length × breadth
⇒Surface area = 12 × 12
⇒Surface area = 144 inch²
Rectangle 3 (behind)
length = 12 in
breadth = 13 in
Surface area = length × breadth
⇒Surface area = 12 × 13
⇒Surface area = 156 inch²
Rectangle 2
length = 12 in
breadth = 5 in
Surface area = length × breadth
⇒Surface area = 12 × 5
⇒Surface area = 60 inch²
Adding the 3 areas we get
144+156+60 = 360 in²
∴ 360 in² of paint is needed to cover all the rectangular faces of the prism.
To solve this problem, one must find the surface area of the rectangles. This is the total area of each rectangle added together. The formula for the area of the rectangle is w*l=A
Rectangle one: 13*12 = 156 in^2
Rectangle two: 5*12 = 60 in^2
Rectangle three: 12*12 = 144 in^2
156 + 60 + 144 = 360 in^2
This means total to paint the rectangle sides of the prism, we need 360 in^2 of paint.
A. Inductive reasoning
B. Deductive reasoning
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Hope this helps :)
Answer:
B. Deductive reasoning
Step-by-step explanation:
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a will represent apples, b will represent berries, and c will represent cherries.
34 = 2a + 1b + 4c
35 = 3a + 2b + 2c
49 = 5a + 3b + 2c
Solve for on variable in the first equation.
b = 34 - 2a - 4c
Plug that into the second equation and solve for a different variable.
35 = 3a + 2(34 - 2a - 4c) + 2c
35 = 3a + 68 - 4a - 8c + 2c
35 = -a + 68 - 6c
-33 = -a - 6c
33 = a +6c
a = 33 - 6c
It gets a little confusing here but you plug in what both a and b are equal to until you have solved for c.
49 = 5a + 3b + 2c
49 = 5(33 - 6c) + 3b + 2c substitute a with 33 - 6c
49 = 165 - 30c + 3b +2c
49 = 165 - 28c + 3b
-116 = -28c + 3(34 - 2a - 4c) substitute b with 34 - 2a - 4c
-116 = -28c + 102 - 6a - 12c
-116 = -40c + 102 - 6(33 - 6c) again substitute a with 33 - 6c
-116 = -40c + 102 - 198 + 36c
-116 = -4c - 96
-20 = -4c
4c = 20
c = 5
a = 33 - 6c
a = 33 - 6(5)
a = 33 - 30
a = 3
b = 34 - 2a - 4c
b = 34 - 2(3) - 4(5)
b = 34 - 6 - 20
b = 8
Apples cost $3 per pound
Berries cost $8 per pound
Cherries cost $5 per pound
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Answer:
the mode
Step-by-step explanation:
The mode of a set of data values is the value that appears most often. if it is the favorite, it will have the most votes so it will be what appears most often
B. Multiply the angle measure by 2.
C. Divide the angle measure by 2.
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It is A. nothing, They are Equal
YW, have a nice day.
Answer:
a
Step-by-step explanation: