216 as a power number

Answers

Answer 1
Answer: it would be 6^3 which is 6*6*6 = 216 :)
Answer 2
Answer: Hey There,

216 is equal to 6^(3)

Solution:

6*6*6=213

Thank You!



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100 POINTS HELP PLEASEEEE !!!HURRY!!!

Answers

                                           Question # 1 Solution

Answer:

(h-f)(-8)=-229

Step-by-step Solution:

Given

h(r)=-4r^(2)+4

f(r)=2r-7

As

(h-f)(r)=h(r)-f(r)

(h-f)(r)=-4r^(2)+4-(2r-7)

(h-f)(r)=-4r^(2)+4-2r+7)

We have to find (h-f)(-8)

So,

(h-f)(-8)=-4(-8)^(2)+4-2(-8)+7)

(h-f)(-8)=-4(64)+4+16+7

(h-f)(-8)=-4(64)+4+16+7

(h-f)(-8)=-256+4+16+7

(h-f)(-8)=-229

(h-f)(-8)=-229

                                             Question # 2 Solution

Answer:

(f.p)(9)=38979

Step-by-step Solution:

Given

f(s)=7s-2

p(s)=s^(3)-10s

As

(f.p)(s)=f(s).p(s)

(f.p)(s)=(7s-2)(s^(3)-10s)

(f.p)(s)=7s^4-2s^3-70s^2+20s

We have to find (f.p)(9)

So,

(f.p)(9)=7\left(9\right)^4-2\left(9\right)^3-70\left(9\right)^2+20\left(9\right)

(f.p)(9)=7\cdot \:9^4-2\cdot \:9^3-70\cdot \:9^2+20\cdot \:9

(f.p)(9)=9^4\cdot \:7-9^3\cdot \:2-9^2\cdot \:70+180

(f.p)(9)=45927-1458-5670+180

(f.p)(9)=38979

(f.p)(9)=38979

                                      Question # 3 Solution

Answer:

((f)/(p))(r)=(11r+8)/(r\left(r^2+6\right))

Step-by-step Solution:

Given

p(r)=r^(3)+6r

f(r)=11r+8

We have to find ((f)/(p))(r)

Using the formula

((f)/(p))(r)=(f(r))/(p(r))

As

p(r)=r^(3)+6r

f(r)=11r+8

So

((f)/(p))(r)=(11r+8)/(r^(3)+6r)

((f)/(p))(r)=(11r+8)/(r\left(r^2+6\right))

((f)/(p))(r)=(11r+8)/(r\left(r^2+6\right))

                                     Question # 4 Solution

Answer:

(h-p)(k)=5k^2-3-k^3-8k

Step-by-step Solution:

Given

h(k)=5k^(2)-3

p(k)=k^(3)+8k

We have to find (h-p)(k)

Using the formula

(h-p)(k)=h(k)-p(k)

As

h(k)=5k^(2)-3

p(k)=k^(3)+8k

So

(h-p)(k)=5k^(2)-3-(k^(3)+8k)

(h-p)(k)=5k^2-3-k^3-8k

(h-p)(k)=5k^2-3-k^3-8k

                                       Question # 5 Solution

Answer:

((p)/(g))(11)=(1287)/(155)

Step-by-step Solution:

Given

p(b)=b^(3)-4b

g(b)=b^(2)+4b-10

We have to find ((p)/(g))(11)

As

((p)/(g))(b)=(p(b))/(g(b))

((p)/(g))(b)=(b^(3)-4b)/(b^(2)+4b-10)

So

((p)/(g))(11)=(11^(3)-4(11))/(11^(2)+4(11)-10)

((p)/(g))(11)=(1287)/(155)

((p)/(g))(11)=(1287)/(155)

                                   Question # 6 Solution

Answer:

(f+g)(x)=x^2+20x-18

Step-by-step Solution:

Given

g(x)=x^(2)+11x-7

f(x)=9x-11

We have to find (f+g)(x)

As

(f+g)(x)=f(x)+g(x)

(f+g)(x)=9x-11+(x^(2)+11x-7)

(f+g)(x)=9x-11+x^(2)+11x-7

(f+g)(x)=x^2+20x-18

(f+g)(x)=x^2+20x-18

                                  Question # 7 Solution

Answer:

h(10)+g(10)=-983

Step-by-step Solution:

Given

h(w)=-11w^(2)-7

g(w)=w^(2)+3w-6

We have to find h(10)+g(10)

So,

h(10)=-11(10)^(2)-7

h(10)=-1107.....[1]

and

g(10)=10^(2)+3(10)-6

g(10)=124.....[2]

Adding Equation [1] and Equation [2]

h(10)+g(10)=-1107+124

h(10)+g(10)=-983

h(10)+g(10)=-983

                                   Question # 8 Solution

Answer:

(f+g)(-3)=-6

Step-by-step Solution:

Given

g(b)=b^(2)+9b+10

f(b)=3b+11

We have to find (f+g)(-3)

As

(f+g)(b)=f(b)+g(b)

So

(f+g)(b)=3b+11+b^(2)+9b+10

(f+g)(-3)=3(-3)+11+(-3)^(2)+9(-3)+10

(f+g)(-3)=-6

(f+g)(-3)=-6

                             

                                   Question # 9 Solution

Answer:

(f.h)(k)=33k^3+22k-12k^2-8

Step-by-step Solution:

Given

f(k)=-11k+4

h(k)=-3k^(2)-2

We have to find (f.h)(k)

As

(f.h)(k)=f(k).h(k)

So,

(f.h)(k)=(-11k+4).(-3k^(2)-2)

\mathrm{Apply\:FOIL\:method}:\quad \left(a+b\right)\left(c+d\right)=ac+ad+bc+bd

∵ FOIL means (First, Outer, Inner, Last)

(f.h)(k)=\left(-11k\right)\left(-3k^2\right)+\left(-11k\right)\left(-2\right)+4\left(-3k^2\right)+4\left(-2\right)

(f.h)(k)=33k^3+22k-12k^2-8

(f.h)(k)=33k^3+22k-12k^2-8

                                 Question # 10 Solution

Answer:

p(-8)-f(-8)=-581

Step-by-step Solution:

Given

p(s)=s^(3)+6s

f(s)=-2s+5

We have to find p(-8)-f(-8)

So,

p(-8)=(-8)^(3)+6(-8)

p(-8)=-560.....[1]

and

f(-8)=-2(-8)+5

f(-8)=21.....[2]

Subtracting Equation [2] from Equation [1]

p(-8)-f(-8)=-560-21

p(-8)-f(-8)=-581

p(-8)-f(-8)=-581

Keywords: function operation

Learn more about function operations from brainly.com/question/3725682

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Answer:

-2229

Step-by-step explanation:

4x - 12 ( x - 3 ) ≥ 10

Answers

40-12(3-3) not more than 10

Answer:

x\leq (13)/(14)

Step-by-step explanation:

4x-12(x-3) greater than or equal to 10

then simplify to

-8x+36 is greater than or equal to 10

simplify again to get

x\leq (13)/(14)

A number is 5 times of another number.By adding 8 to each of them.the first number becomes 3 times the second number.What are the 2 numbers?(Show full workout)

Answers

First no. = 5 x 
Second no. =  x

Equation Formation
3(5 x +8 ) = x +8
15 x + 24 = x +8
15 x - x = 8 -24
14 x = - 16
 x = -7/8
5 × -7/8 = -4 3/8

Answer = -4 3/8 , -7/8

Which completely describes the polygon A. equilateral B. equiangular C. regular btw the figure polygon is a sqaure

Answers

Answer:

Option: C is the correct answer.

C. Regular.

Step-by-step explanation:

Square--

Geometrically, square is defined as a regular quadrilateral , which means that it has four equal sides and four equal angles measuring 90 degree each.

Square could also be defined as a rectangle with two adjacent sides equal.

Hence, the term that completely describe the given polygon i.e. square is:

Regular.

Answer:

The most complete description would be "regular."

Step-by-step explanation:

A square is a polygon with all four sides congruent and all four angles congruent.  This is also the definition of a regular polygon.

A certain regular polygon has sides of length 10 cm; its apothem is 12.1 cm. The polygon’s area is 484 cm². How many sides does the polygon have?

You must show your work to receive credit.

Answers

Given:
Area of polygon = 484 cm²
apothem 12.1 cm
sides of length = 10 cm
no. of sides = x

Area of a regular polygon = 1/2 perimeter * apothem
484 cm² = 1/2 * (10cm * x) * 12.1cm
484 cm² = 6.05cm * 10cm * x
484 cm² = 60.5 cm² * x
484 cm² ÷ 60.5 cm² = x
8 = x

The polygon is an OCTAGON. It has 8 sides.

Perimeter = 10 cm * 8 sides = 80 cm

484cm² = 1/2 * 80cm * 12.1 cm
484cm² = 1/2 * 968 cm²
484 cm² = 484 cm²

How do I help my child figure this out? What methods should she use? It is 4:02. What time was it 2 hours and 19 minutes ago?

Answers

subtract two hrs : 2:02 then subtract twenty minutes : 1:42 and then add 1; 1:43
You should tell your child to figure out how much time 2 hours and 19 minutes will be (2:19). What I'd do is take 2:19 and subtract that from 4:02. I'm pretty sure that this is correct. Hope this helps!