6 cakes cost to pound £2.40 how much does 10 cakes cost?

Answers

Answer 1
Answer: 6\ cakes\ cost\ 2.40 \£\n10\ cake\ cost\ x \£\n\nproportion:\n6-2.40\n10-x\n\ncross\ multiplication\n\n6x=2.40*10\n\n6x=24\ \ \ | divide\ by\ 6\n\nx=4\n\n10\ cake\ cost\ 4 \£.
Answer 2
Answer: 6/2.40=.40 then .40•10= 4.00

Answer £4.00

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bridget is allowed to play on-line games for 75\100 of an hour each day. Write this fraction as a decimal

Answers

75/100 = 0.75 in decimal form

PLEASE HELP!!!!The coordinates below represent two linear equations. How many solutions does this system of equations have?


Line 1
x y
–4 8
4 6

Line 2
x y
–1 1
3 5





A.


0


B.


exactly 1


C.


exactly 2


D.


infinitely many

Answers


This may be one of those questions that could take
more paper to ask than to answer.

Line-1 goes through  (-4, 8) and  (4,6) .

Its slope is (difference in 'y') / (difference in 'x')

Dif in 'y' = (6 - 8) = 2
Dif in 'x' = (4 - -4) = 8
Slope of Line-1 =  2/8  or  1/4

Line-2 goes through  (-1, 1)  and  (3, 5)

Its slope is (difference in 'y') / (difference in 'x')

Dif in 'y' = (5 - 1) = 4
Dif in 'x' = (3 - -1) = 4
Slope of Line-2 = 4/4 = 1

Slope of Line-1 = 1/4
Slope of Line-2 = 4

The slopes of the lines are different.
They can't be parallel, and they can't be the same line.
They must intersect in one point, and only one point.

That means the pair of equations has exactly one (1) solution.
 

Cupro-nickel coins are minted by mixing copper and nichel in the ratio 4:1a) How much copper is needed to mix with 20kg of nickel?
b) How much nickel is needed to mix with 20kg of copper?

Answers

Copper:   Nickel =  4:1

a) How much copper needed for 20 kg nickel
                 C:N = 4: 1 
                 C:20 = 4:1

C/20 = 4/1       Cross Multiply
C*1 = 4*20
C = 80     

80kg Copper would be needed.

b) How much Nickel would be needed for 20 kg of Copper
                 C:N = 4: 1 
                 20:N = 4:1

20/N = 4/1       Cross Multiply
4*N = 1*20
4N = 20   Divide both sides by N.  

N = 20/4 = 5

5kg Nickel would be needed.

Find the volume.
12 m
6 m
8 m

Answers

Answer:576

Step-by-step explanation:

Volume is all the sides multiplied together. 12 x 6 x 8=576

Answer:

576 m

Step-by-step explanation:

multiply all the sides together

volume= length x width x height

volume= 12 x 6 x 8

During the election for class president 40% of the students order for Jennifer and 60% of the students voted for Kevin 300 students voted in total how many more students voted for Kevin than .Jennifer

Answers

40%=4/10=4*(1/10)

60%=6/10=6*(1/10)

-----------------------------

1/10 of 300 is 30, therefore 4/10 of 300 is 120.

-------------------------------

1/10 of 300 is 30, therefore 6/10 of 300 is 180.

-----------------------------

So, 120 students voted for Jennifer and 180 students voted for Kevin therefore, Kevin received 60 more votes.
40% of 300 = 300 * 0.4 = 120 students for Jennifer
60% of 300= 300 * 0.6= 180 students for Kevin

180=120= 60 more students voted for Kevin

Two angles are supplementary angles if the sum of their measures is 180. Find two supplementary angles such that the measure of the first angle is 18 degrees less than three times the measure of the second. What is the measure of the first and second angle

Answers

3x-18+x=180
4x-18=180
198=4x
49.5=x

Angle 1 is 49.5 degrees
Angle 2 is 130.5 degrees

Final answer:

The first angle is 130.5 degrees and the second angle is 49.5 degrees. They are supplementary angles since their sum is 180 degrees.

Explanation:

In this problem, we're given that two angles are supplementary, which means the sum of their measures is 180 degrees. If we call the second angle x, then the first angle is described as 3x - 18, as it is 18 degrees less than three times the measure of the second angle.

We can create an equation based on this information: x + (3x - 18) = 180. Solving this equation gives us x = 49.5. That means the second angle is 49.5 degrees.

Substitute x with 49.5 degrees into the expression for the first angle: 3 * 49.5 - 18 = 130.5. Thus, the first angle is 130.5 degrees and the second angle is 49.5 degrees. Both angles sum up to 180 degrees, confirming that they are supplementary.

Learn more about Supplementary Angles here:

brainly.com/question/18164299

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