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This is some sort of assembly script not laTex. I realize that I thought this was laTex the last time you posted this question. You'll have to wait for someone who knows how to use this script to solve this problem for you.

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im sorry i dont know  latex

a=sumfor(n, 1, 5, (n/100+1)^-n;b=1E6/a;print"$",b;print;n=1;s=0;cycle:c= b/(n/100+1)^n;s=s+c;print"$",c;n++;if(n<=5, goto cycle, 0);print;print"$", s

OUTPUT:
$ 221988.40 - Annuity amount for 5 equal payments.

$ 219790.50 - Amount invested in A @ 1% for 1 year.
$ 213368.32 - Amount invested in B @ 2% for 2 years.
$ 203150.84 - Amount invested in C @ 3% for 3 years.
$ 189756.62 - Amount invested in D @ 4% for 4 years.
$ 173933.72 - Amount invested in E @ 5% for 5 years.

$ 1000000.00 - Total amounts invested.

Let's call David's age x, Mary= 16+x, David= x, and Charlie= x+13. This means that 3x+29= 62. Solving for x we get x= 11. Mary= 16+x so 16+11= 27.

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d= davids age

mary=d+16

charlie=d+13

d+d+16+d+13=3d+29=62

3d=33

d=11

Mary=d+16

Mary=27 years old

Thanks for the early response!!!!

The number sqrt 5 times itself equals 5. This number is irrational.

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Can you write this question in laTex so it is readable.

Thanks!

Can you write this question in laTex so it is readable and you need to attach the diagram aforemention in the question.

Thanks!

The total amount of people surveyed is 50, that means 30% of them is 15. Based on the choices given, you find out which color groups add up to 15.

The first choice PInk, Orange, and Green has 14 people so that can't be the answer.

The second choice Green and Blue has 16 people so that can't be the answer.

The third choice Red and Purple has 15 people so that is our answer.

The fourth choice Black and Purple has 14 people so that can't be the answer.

I'm not sure which intercept you want to solve for and can you see if the w and n can be changed into x and y so it is solvable?

That is definitely a better answer thanks!

Ok, on this website if you go to the top and click on the home button it will take you to a calculator. Find the button "csc" which is cosecant which is the inverse of sin so you can solve for Q. Put in csc(.4) and what comes out will be your answer. You can check the answer by putting what you get into a sin function.

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cos(B) = 12/13,   sin(B) = 5/13,   angle CEB = 180 - 30 - B = 150 - B.

Using the sine rule in triangle CEB,

12/sin(150 - B) = CE/sin(B),

so

CE = 12sin(B)/ sin(150 - B) = 12sin(B)/(sin150cos(B) - cos150sin(B)).

Substitute for sin(B), cos(B), sin and cos 150 and simplify.

You get the stated result.

(Note regarding the previous answer. Angle A does not equal 60 degrees.)

The numbers under the radical are b^2-4ac according to the quadratic formula. "i sqrt299" equals sqrt -299. SO we know b^2-4ac equals -299 and a= 7 and b=3. So the equation we get is 3^2- 4 * 7 * k= -299. From this, we get k=11.

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Let's call adults a and children c. That means that a+c= 97 and 9a+5c= $765. Solving the system of equations we get a= 70 and c= 27. This means that there were 70 adults and 27 children.

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The sum of the squares of the roots is defined as b^2-2c when a quadrativ is written in ax^2+bx+c. So, the sum of the roots of the polynomial above is 4^2-2 * 12= -8.

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If a quadratic equation has 1 root, that means that it has a double root and is a perfect square trinomial. This means that the second term is twice a perfect square and the third term is a perfect square. For these conditions to be fufilled, m= 1/9.

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Welcome!