# Math Grade 11 Help

1. Nov 5, 2004

### punk_rawk_jazz

This question comes from a section on "Solving Problems With Quadratic Equations." I'm having problems with this, and I can't figure out why I can't get the right answer.
I drew a digram with the information. I used the formula to find area wich is a=lw. The width of this is 'X'. The length is 'X+9'. The area is 90cm^2. I could not get the right answer for this. I set it up as 90=(x)(x+9) Then solved for x. The answer that I got was 81. The answer that I was supposed to get was 6. Anyone have any ideas of what I did wrong?
Thanks in advance for the help!

2. Nov 5, 2004

### brass

your setup is good...how did you solve for x?

I might suggest distributing the x, setting the quadratic to zero, and factoring.

3. Nov 5, 2004

### himanshu121

the quadratic eqn is
$$x^2+9x-90=0$$
$$x^2+15x-6x-90=0$$
$$(x+15)(x-6)=0$$
so x=6
hope it satisfies u

4. Nov 5, 2004

### punk_rawk_jazz

I distributed x. but forgot to set the quadratic to zero. But after I did that. I got that x=-10 and x=9... That's still wrong... Any ideas?

5. Nov 5, 2004

### punk_rawk_jazz

Thanx. Got it now.

6. Nov 6, 2004

### jai6638

Wow.. this is grade 11 math?? i did this in grade 9...

7. Jun 8, 2011

### jayess

guys, i have a unit test tomorrow, and i really need some help with these practice questions! can you please help ?!

1)which row in pascals triangle has the sum of 16384. show your work

2)How many times can you spell math rocks if it's written in pascals triangle form? explain.

3)Jamal works at a toy factory, on his 20th day working he made 137 toys, he noticed that each day, he makes 3 more toys than the day before. what is the sum of the amount of toys jamal has made?

4) a. if t=10, find the first 4 terms

b. ^ find the explicit formula for the terms.

5) whats the sum if, 3,+ 7, + 11, ... + 71.

8. Jun 8, 2011

### ideasrule

We're not going to help unless you show your best attempt at all of the questions. Also, please start a new thread, preferably in Precalculus and not in Introductory Physics, instead of hijacking someone else's.