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Similar..... you should be able to figure this one oout:

https://web2.0calc.com/questions/help-me-with-my-math-plz

a=1;c=(a^2%(a+4);printa, c; a++;if(a<100, goto1, 0)
OUTPUT:
n    R
1     1
2    4
3    2
4    0
5    7
6    6
7    5
8    4
9    3
10  2
11  1
12  0
13 16

There are two 'zeroes' at   x = -1  and -5      these are the roots

so the equation becomes:

(x+1)(x+5) = 0

x^2 +6x +5 = 0         y = x^2+6x+5   has the same roots , but not the same vertex

the vertex needs to be shifted up    

the y value needs to be -2   at x = -3

(-3)^2 + 6(-3) + 5 = -4        Needs to be -2         multiply all of the coefficients by 1/2

1/2x^2 + 3x + 2.5     then when x = -3

   4.5    + -9  +  2.5  = -2

y =  1/2x^2 + 3x + 2.5 

You start with $4500.00.

Each month the credit card company adds onto this an amount of interest:

  since it si 27% per year, it will be a multiple of 0.27/12 and added onto the previous balance

  this can be found by multiplying the old balance by (1 + 0.27/12)

After this, each month your payment of 7% is deducted from the amount owed:

  this can be found by multiplying what you owe by 0.93  (if you pay off 7%, you still owe 93%)

To do this for 32 months, you have to do this 32 times:

  since it requires multiplying 32 times, you can just raise the multiple to the power of 32.

4500 x [ (1 + 0.27/12) x (0.93) ]³²

I got an answer of slightly under $900.00

I took the "balance" to mean "principal + interest" at the end of each month. Because the interest of 27% APR =0.27/12 =2.25% per month, is greater than the minimum payment of 2%, the loan will continue to grow bigger and bigger each month for 32 months.

a=4500;p=1; b=(0.27/12 + 1);c=(a*b - 0.02*a*b);a=c;printp,"-",c; p++;if(p<=32, goto3, 0)
OUTPUT:
1 - 4509.23
2 - 4518.47
3 - 4527.73
4 - 4537.01
5 - 4546.31
6 - 4555.63
7 - 4564.97
8 - 4574.33
9 - 4583.71
10 - 4593.11
11 - 4602.52
12 - 4611.96
13 - 4621.41
14 - 4630.89
15 - 4640.38
16 - 4649.89
17 - 4659.42
18 - 4668.98
19 - 4678.55
20 - 4688.14
21 - 4697.75
22 - 4707.38
23 - 4717.03
24 - 4726.7
25 - 4736.39
26 - 4746.1
27 - 4755.83
28 - 4765.58
29 - 4775.35
30 - 4785.14
31 - 4794.95
32 - 4804.78

1 / [ sqrt(36) + sqrt(27) ]  =  1 / [ 6 + 3sqrt(3) ]            =  1 / [ 3·( 2 + sqrt(3) ) ]

1 / [ sqrt(27) + sqrt(18) ]  =  1 / [ 3sqrt(3) + 3sqrt(2) ]  =  1 / [ 3·( sqrt(3) + sqrt(2) ) ]

1 / [ sqrt(18) + sqrt(9) ]    =  1 / [ 3sqrt(2) + 3 ]            =  1 / [ 3·( sqrt(2) + 1 ) ]

So, the common denominator is:  3 · ( 2 + sqrt(3) ) · ( sqrt(3) + sqrt(2) ) ·( sqrt(2) + 1 ) ]

Multiply the numerator and denominator of the first term by:       ( sqrt(3) + sqrt(2) ) ·( sqrt(2) + 1 )

Multiply the numerator and denominator of the second term by:  ( 2 + sqrt(3) ) · ( sqrt(2) + 1 )

Multiply the numerator and denominator of the third term by:       ( 2 + sqrt(3) ) · ( sqrt(3) + sqrt(2) )

This will be messy; if you need further help -- ask ...

please I really need help!

hmm... the image isnt working... let me try again:

no lmao, do it yourself

"y varies directly as 6 more than three times x"

  -- there is a multiplier in this formula, call this multiplier "m"

  -- then this equation becomes:  y  =  m·(6 + 3x)

"when y is 2, then x is 1"

  -- substituting these values into our formula, we have:  2  =  m·(6 + 3·1)

  -- solving for m:                                                               2  =  m·(9)

                                                                                         m  =  2/9

  -- therefore, our formula is:  y  =  (2/9)·(6 + 3x)

"when y is 3, the value of x is k"

  -- substituting these values into our formula, we have:  3  =  (2/9)·(6 + 3k)

  -- solving for k:                                                             27  =  12 + 6k

                                                                                       15  =  6k

                                                                                         k  =  5/2  or  2.5

Now, you need to find:  -|-2k + 3|

  -- substitute 2.5 into this expression to find the answer.

Arc WY = 360 - 156-86 = 118^o

^Angle WXY =  1/2   (118) = 59^o

a)  To get exactly 2 out of 10:  ₁₀C₂·(0.39)²·(0.61)⁸ 

b)  This is easier if you find the probability of getting any from 0 through 2, and then, subtracting that number from 1.000.

     To get 0 or 1 or 2:  ₁₀C₀·(0.39)⁰·(0.61)¹⁰  + ₁₀C₁·(0.39)¹·(0.61)⁹  + ₁₀C₂·(0.39)²·(0.61)⁸ 

     Now, subtract this answer from 1.000.

c)  Between 2 and 5 inclusive:  ₁₀C₂·(0.39)²·(0.61)⁸ + ... + ₁₀C₅·(0.39)⁵·(0.61)⁵   

You can use the distance formula to find the lengths of the diagonals:

    Distance  =  sqrt[ (x₂ - x₁)² + (y₂ - y₁)² ]

To find the distance AC:  Distance  =  sqrt[ (12 - 0)²+ (-2 - 12)² ]

To find the distance BD:  Distance  =  sqrt[ (7 - 1)² + (8 - 0)² ]

Then use the area of a kite (that you gave with your question).

Can you take it from here?

Sorry; but I can't understand this.

Does the first sentence end with "$.40 each"?

What does "can despise some of each kind and choose is" mean?

The yellow rectangular block has 5 sides::

a top of 6 x 8

a bottom of 6 x 8

a front of 7 x 8

a back of 7 x 8

a left side of 6 x 7

The green trianglular block has 4 sides:

the bottom of 6 x 6

the right side of 6 x 9

the front triangle of ½ x 6 x 7

the back triangle of ½ x 6 x 7

Find those areas and add them together ...

Let speed of slower point = v m/s.  Distance it travels in 4 seconds: s1 = 4v m

Distance travelled by faster point in 4 seconds:  s2 = 4(v + 5) m

s1 + s2 = 100 m,  so  4v + 4(v + 5) = 100,  or v = 10m/s.  faster point speed = 15m/s

As follows:

This only makes sense if the the product and sum refer to all four siblings:

Let the 3 triplet's age =B years each
Janice's age =B+3 years
(B+3) * B^3 =(B+3) + 3B + 60687, solve for B
B^4 + 3B^3 - 4B - 60690 =0
(B - 15)*(B^3 + 18B^2 + 270B + 4046) =0
B =15 - Years - the age of the 3 triplets.
15 + 3 = 18 Years - Janice's age.

Question is unclear   60 687 ?     The product of 'their' ages    .....   who?   The triplets only...or all four of the siblings?

Sides of larger figure    12 x  7      x 4 =

Endcaps                        7 x  7       x 2 =

smaller figure                 2 x 2       x 2 =

                                       2 x 7      x 2 = .....     add them all up.....