1. The cube root of 384 can be rewritten as the cube root of (8*48). That can be simplified to 2 cube root of 48. That can be simplified down further to 2 cube root of (6*8), which is 2*2 cube root of 6, or 4 cube root of 6. So, the answer is C.
You do the same thing for each of the problems. If you actually want me to just give you the answers, they are:
1. C
2. D
3. D
If you need work, ask me in my inbox.
Answer:
Samadhi paid $ 1.32 more than Kerega.
Step-by-step explanation:
We were given the price of chocolate per kilogram, but Karega and Samadhi bought it in grams, so in order to solve this question we will convert the amount they bought from grams to kilograms, to do that we divide the value by 1000. So we have:
Karega = (25 grams)/1000 = 0.025 kg
Samadhi = (100 grams)/1000 = 0.1 kg
In order to find how much each paid for their chocolate we have to multiply the amount the bought in kg by the price per kg. So we have:
Kerega = (0.025)*17.6 = $ 0.44
Samadhi = (0.1)*17.6 = $ 1.76
To know how much more Samadhi paid we have to subtract the amount she paid by the amount Kerega paid. We have:
difference = Samadhi - Kerega = 1.76 - 0.44 = $ 1.32
Samadhi paid $ 1.32 more than Kerega.
I think the answer would be c. I mean, I know I wouldn't choose a bank 'cause it offered a prize. Hope this helps!
The diagonals of a rectangle are congruent and bisect each other.
MW = HW = (1/2)(MT)
MW = HW = (1/2)(50)
MW = HW = 25
3x + y = 25
7x - 6y = 25
Multiply the first equation by 6.
Write the second equation below it.
Add the equations.
18x + 6y = 150
+ 7x - 6y = 25
--------------------------
25x = 175
x = 7
3x + y = 25
3(7) + y = 25
21 + y = 25
y = 4
Answer: x = 7; y = 4
First you have to find out the cost of the ticket. To do so you have to Divide 15 and 6. Which equals $2.50. So each ticket is $2.50 dollars. Now you have to multiple 2.50 times 9. which equals 22.5. So your total answer is $22.50 dollars