Corrine has 9.6 pounds of trail mix to divide into 12 bags .How many pounds of trail mix will go in each bag?
Answers
Corrine has 9.6 pounds of trail mix to divide into 12 bags then the total amount of trail mix in each bag is 0.8 pounds and this will be determined by using the arithmetic operations.
Given :
- Corrine has 9.6 pounds of trail mix.
- Total number of bags = 12.
The following steps can be used to determine the amount of trail mix in eachbag:
Step 1 - Divide 9.6 by 12 that is, the total amount of trail mix by the total number of bags.
Step 2 - Simplify the above expression.
Corrine has 9.6 pounds of trail mix to divide into 12 bags then the total amount of trail mix in each bag is 0.8 pounds.
For more information, refer the link given below:
Related Questions
When 1,187 is divided by 74, what is the remainder
What is 382 3/10 -191 87/100
-7v - 5= -7 +2(-3v-3)
If No Digit Appears More Than Once, How Many 2-Digit Numbers Can Be Formed From The Digits 2, 3, 4, 6, And 7?? How Did You Receive Your Answer??
Answers
V of cylinder=(pi)(h)(r^2)
1.
r=6
h=10
v=(1/3)(pi)(10)(6^2)
v=1/3pi10(36)
v=1/3pi360
v=120pi
answer is B
2.
r=d/2
d=10
10/2=5=r
V=(3.14)(5)(5^2)
V=3.14(125)
V=392.5
answer is B
3. 9.2, 3.7
V=(pi)(9.2)(3.7^2)
V=(pi)(9.2)(13.69)
V=(pi)(125.948)
input 125.948
4. v=(1/3)(pi)(12)(3^2)
V=(1/3)(pi)(12)(9)
V=(pi)(12)(3)
V=pi(36
v=36pi
v=36(3.14)
V=113.04
input 113.04
ANSERS
1.B
2.B
3. 129.948
4. 113.04
Answers
Answer:
16.66%
Step-by-step explanation:
Answer:
There are 6 possible outcomes therefore the probability in fraction form is
to convert this to decimal form divide 1 by 6
or
after rounding
to turn this into a percentage move the decimal two places to the right
%16.66666666 or %16.67 after rounding
Answers
Answer:
Yes
Step-by-step explanation:
(x-1)(x+1)(x-3i)(x+3i)
FOIL ( x-1) (x+1) = x^2 -x+x-1 = x^2 -1
FOIL (x-3i)(x+3i) = x^2 +3ix -3ix -9i^2 = x^2 -9(-1) = x^2 +9
(x-1)(x+1)(x-3i)(x+3i) = (x^2 -1) (x^2 +9)
FOIL again
x^4 +9x^2 -x^2 -9
x^2 +8x^2 -9
This is the factored form
Please I have the answers I just want to double check them and Solve key: B=42 A=93 N=29 X=36 1. (b-7)(2b-7) 2. (4a-4)(5a-7) 3. (5n-6)(4n+7) 4. (2n=8)(8n+3) 5. (6x-4)(6x-8)
Answers
3528 - 882 + 49 = 2695;
Answer:
B = 42
A = 93
N = 29
X = 36
1. 2695
(b - 7)(2b - 7)
(42 - 7)(2[42] - 7)
35 * (84 - 7)
35 * 77
2695
2. 168544
(4a - 4)(5a - 7)
(4[93] - 4)(5[93] - 7)
(372 - 4)(465 - 7)
368 * 458
168544
3. 17097
(5n - 6)(4n + 7) 29
(5[ 29] - 6)(4[ 29] + 7)
(145 - 6)(116 + 7)
139 * 123
17097
4. 15510
(2n = 8)(8n + 3)
ASSUMING THE = SHOULD BE PLUS
(2n + 8)(8n + 3)
(2[ 29] + 8)(8[ 29] + 3)
(58 + 8)(232 + 3)
66 * 235
15510
5. 44096
(6x - 4)(6x - 8)
(6[36] - 4)(6[36] - 8)
(216 - 4)(216 - 8)
212 * 208
44096
Answers
Answers
2 * 27 + 3.4 * 4
54 + 13.6
67.6