What is the cube root of 159?

Answers

Answer 1
Answer:
It's an irrational number, so you can get as close as you need to, but
you can't write it exactly with numbers.  As a decimal, it never ends. 

-- The number  5.4175  is within  0.00003%  of the actual value.

-- (5.4175)³  is less than  0.000084%  smaller than 159 .


Answer 2
Answer: Cube root would be 5.41
Cube root is when a number cubed gives you the original number
Cubed means a number times a number,given the amount of times to multiply that number
For example- Cube root of 125 is 5*5*5

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Does 1 ten and 16 ones make the number 26

Answers

Yes it does



10
+16
___
26
First of all, 1 ten equals 10. Secondly, we would add 16 ones to 10 which would equal 26.
16
+10
———
26

You and TERMINATOR177 are correct!

Hope this helped!!

Which point lies on a circle with a radius of 5 units and center at P(6, 1)?

Answers

Answer:

(1,1);(11,1);(6,6);(6-4)

Step-by-step explanation:

The easiest way to do is add or subtract 5 to the x or y value.

Helppppppp!!!!!!!! :(((((

Answers

you have the area of the squares
100 in^2 
area of a square = l*w
so length and width of the square both equal 10in
there are 4 squares going across the semi circle so...
diameter of semicircle is 10+10+10+10 =40in and radius is 20in
to find area of semicircle the formula is 1/2 pi r^2
so plug in the numbers 1/2(3.14) (20)^2 = 628 in ^2
now add that to area of big square part of window 
40 inches length * 40 inches width = 1600in^2 (or you can just add them all up ) 
add up the areas now 1600+628= 2228 in^2
i think that is right

a) We know that the radius of the top of the window is two side lengths of a square. Since each square has a side length of 10 inches, the radius of the half-circle portion is 20 inches. The area of a half-circle is (pi*r²)/2 (r being radius and pi being 3.14). There are 16 squares as well. So the equation is ((3.14*20²)/2) + (16*100)=2,228 in²
b) The next part's a little tricky, but just add 4 inches to the radius and 4 inches to all of the affected outer-rim squares. You should get 3016.32 in²

150=10(2+r)
150 = 10(2 + r)

Answers

10(2+r)=150
(2+r)=150/10
2+r=15
r=15-2
r=13

Solve −4 = −(−k − 86)+10

Answers

K= 100
 
You use distributive property 

Step 1: 
−(−k)−1(−86)+10=−4

Step 2: 
k−1(−86)+10=−4

Step 3: 
k+86+10=−4

Step 4: 
k+96=−4

Step 5:  
k=−96−4

Step 6:  
Subtract 4 from −96 to get −100.

The first step -4=k-86-10 second- k-76=-4 third step 76-4= 72 substitute 72 in for k  72-76= -4 this is true

James works in a flower shop. He will put 36 tulips in vases. He must use the same number of tulips in each vase. How many tulips could be in each vase?


Answers

There are multiple answers:
• if he has 36 vases, he would be able to put one tulip in each. 
• if he has 18 vases, he would be able to put two tulips in each
• if he has 12 vases, he would be able to put three tulips in each 
• if he has 9 vases, he would be able to put four tulips in each
• if he has 6 vases, he would be able to put six tulips in each 
• if he has 4 vases, he would be able to put nine tulips in each 
• if he has 3 vases, he would be able to put twelve tulips in each
• if he has 2 vases, he would be able to put eighteen tulips in each 

Essentially you are looking to find out what the multiples are and then dividing to find the number of tulips. 

Final answer:

To find out how many tulips could be in each vase, divide the total number of tulips by the number of vases. The number of tulips in each vase will be the same.

Explanation:

To find out how many tulips could be in each vase, we need to divide the total number of tulips (36) by the number of vases. Since James must use the same number of tulips in each vase, the number of tulips in each vase will be the same.

So, to find out how many tulips could be in each vase, we divide 36 by the number of vases.

For example, if there are 6 vases, then the number of tulips in each vase would be 36 divided by 6, which is 6. Therefore, each vase would have 6 tulips.

Learn more about Division here:

brainly.com/question/2273245

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