What is the answer?​
What is the answer?​ - 1

Answers

Answer 1
Answer: The answer is integers

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What is the value of 2 in 32?

Answers

30 is tens and 2 is ones

Simplify each of the expressions below. Which of the expressions have a value between 20 and 40? Select all that apply.A)(6 −3)2+(5×3)
B)72 −(1×3)3
C)43 −5×8
D)102 −(5+2)2

Answers

Answer:

d

Step-by-step explanation:

Help me please! I don't know where to start!

Answers

week 4 = 8miles
week 16 = 26 miles
constant increase
16 - 4 = 12 weeks
26 - 8 = 18 miles 
so...
in 12 weeks she increased 18 miles
 12x=18
x= 18/12 
x=1.5 per week

Find the missing endpoint given one endpoint and midpoint2)
endpoint- ( -4,1) midpoint-(-1,3)

Answers

endpoint: \ ( x_(2),y_(2))= (-4,1) , \n midpoint : \(x,y)=(-1,3) \n\nMindpoint \ Formula : \n (x,y)=\left ( (x_(1)+x_(2) )/(2), \frac{y_ {1}+y_(2) }{2} \right )\n\n(-1,3)=\left ( (x_(1)-4 )/(2), \frac{y_ {1}+1 }{2} \right )

\begin{cases} (x_(1)-4 )/(2)= -1 \ \ /\cdot 2 \n \frac{y_ {1}+1 }{2} =3 \ \ / \cdot 2 \end{cases}\n\n\begin{cases} x_(1)-4 =-2 \n y_ {1}+1 =6\end{cases}\n \n\begin{cases} x_(1) =-2+4 \n y_ {1} =6-1 \end{cases}\n \n\begin{cases} x_(1) =2\n y_ {1} =5 \end{cases} \n \nAnswer : \ second \ endpoint : \ (x_(1),y_(1))=(2,5)

Fish are sold at 10 for $8.64. What will be the cost of 16 fish

Answers

The cost of 16 fish would be $13.824.

How to determine What will be the cost of 16 fish

To find the cost of 16 fish, we can set up a proportion based on the given information:

10 fish cost $8.64

So, 1 fish would cost $8.64 / 10 = $0.864

Now, we can find the cost of 16 fish:

Cost of 16 fish = 16 × $0.864 = $13.824

Therefore, the cost of 16 fish would be $13.824.

Learn more about proportion at brainly.com/question/1496357

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8.64/10 = 0.864 per fish

.864 x 16 = $13.82

Solve 16.24 ÷ 1000 A. 1.624 B. .01624 C. .1624 D. 1624

Answers

The and answer is B. A trick I use is when dividing by 10, 100, 1000, and so forth, the number of "0" tells you how many places to move the decimal to the left.
16.24/100=0.1624
That's what I got