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The other x intercept will be the same distance from the vertex axis of symmetry as the one given...but on THE OTHER SIDE

9,0

Unfortunately, that is incorrect. Thanks for the help though!

The axis of symmetry is x = 4.

56x¹⁷ / 7x⁶  =    8 x^17-6 = 8x¹¹

Using CRT + MMI

x mod 4 = 3
x mod 5 = 3
x mod 6 = 3
x mod 7 = 3, solve  for x

LCM[4, 5, 6, 7]==420

x =420n  + 3, where n =0, 1, 2, 3.......etc.

The smallest value of x is when n = 0, which means x = 3

So, the sum of 3 smallest values of x are:

3  +  423  +  843 ==1,269

The only way a simplified fraction can terminate is if the denominator can be expressed as \(2^x \cdot 5^y\), where x and y are integers because these are the factors of 10.

The prime factorization of 1375 is \(5^3 \cdot 11\)

Therefore, the only way to make this fraction a terminating decimal is if the numerator, n, is a multiple of 11, to cancel out the 11 in the denominator to make it terminate.

There are 90 numbers from 1 to 1000 which is a multiple of 11.

Therefore, the answer to this question is \(\boxed{90}\) numbers that satisfy this condition.

Radius is the distance between the two given points....use distance formula to compute radius

then            

        pi * radius² = area

J = L-7

S = L-11

L

Averaged =16

(L-7  +   L-11   + L) / 3 = 16

3L -18 = 48

3L = 66

L = 22        so   J = 15     And  S = 11

(w²)² = w^2*2 = w⁴

x⁷ y⁸

te odio 

There are 5 pairs: (12,60), (15,30), (20,20), (30,15), (60,12).

By Hamilton's Theorem, the solutions are z = 4^{1/4}*e^(pi*i/4), 4^{1/4}*e^(pi*i/4 + pi/4), 4^{1/4}*e^(pi*i/4 + 2*pi/4), and 4^{1/4}*e^(pi*i/4 + 3*pi/4).  Since 4^{1/4} = sqrt(2) and e^(pi*i/4) = (1 + i)/sqrt(2), the first solution is 1 + i.  Then the other roots work out as

4^{1/4}*e^(pi*i/4 + pi/4) = 1 - i,

4^{1/4}*e^(pi*i/4 + 2*pi/4) = -1 - i, and

4^{1/4}*e^(pi*i/4 + 3*pi/4) = -1 + i.

There is two questions...... the title does not match the post.?

4 wheeler   pi 2r = pi * 2 * 14 = ........inches in one rotation

Stage

  Circumference = 157 = 2 pi r       r = 24.987 ft      area = pi r^2 = 1961.5 ft^2

     1961.5 ft^2 / 400 ft^2/hr = 4.9 hrs to paint ~~5 hours to paint

The stiffer the spring is, the smaller the period T. The greater the mass of the object is, the greater the period T.

So period   T ∝ mass / k

.1/.4 = .25

.2/.4 = .5

.4/.4 = 1

.1/.8 = .125

.2/.8 = .25                  You c an now rank them accordingly.....   shortest = .125

Thank you!! :)

how did you get that answer?

3x8=24

Iron + Sulphur -->   iron sulfide    All I did was look on google. 

_.

OR

(8.48 x 10^8) + (4.52 x 10^9)

=(8.48 x 10^8) + (45.2 x 10^8)

8.48+ 45.2 = 53.68

53.68 * 10^8 = 5368 *10^6 = 5368 000 000

1 apple, 3 peaches     3*5C3

2 apples, 2 peaches     3*5C2

3 apples 1 peach       1*5

Then add them up.

1 hour  =  3 x 20 min

So

3 x 125  =   ????

No. of sets  where common difference  (cd)  = 1   =   19

No. of sets where cd  = 2   =     17

No. of sets  where cd  =  3  =     15

No.of sets  where cd  = 4    =     13

No. of sets  where cd  =  5 =      11

No. of sets where cd =  6   =        9

No. of sets where cd  =  7    =      7

No. of sets  where cd  =  8    =     5

No. of sets  where cd  =  9    =     3

No. of sets  where cd  =  10 =      1

Total  sets =  =  (n sets)^2   =    (10)^2    =  100

C (21,3)  =  1330

Probability =  100 /  1330      =      10 / 133   

A centripetal force of 185 N acts on a 1,950-kg satellite moving with a speed of 4,800 m/s in a circular orbit around a planet. What is the radius of its orbit? in meters

Hello Guest!

\(F=\dfrac{mv^2}{R}\\ R=\dfrac{mv^2}{F}= \dfrac{1950kg\cdot 4800^2m^2}{s^2\cdot 185N}\cdot \dfrac{N\cdot s^2}{kg\cdot m}\)

\(R=24 2\ 85 4\ 054\ m\)

  !