ღღ♥ luxurious lucy ♥ღღ

hi i was wondering if somebody could take me step by step on how to answer this question. much appreciated

Find the value of a such that the graph of the equation has the given slope.

y = 3/4ax + 3

Thankyou. Oh yeah can you show the work?

Gracias!

Ok this math question is worth like 10 points extra credit and I nned help! could you guys break it down step by step so I can see the work? Thank You!!!!

PS - I dont know how to type exponents so ill just right how it's pronounced!!!

Ok here it is:

f(x) = 13xcubed + 15xsquared + 12x + 12

g(x) = 13xsquared + 10x - 14

Find g(2) x g(-1) x f(2) x f(-4)

PS - the x's in between are stating to mltiply it together!

Thanks Again!

What is the value of 6x if 3(x - 4) + x = -2???????????????

HEEEEEELLPPPP MMMMMMMMMMMEEEEEEEEE WWWWWWWWWITHH THISSSSSSSSSS. It's like totally confusing and im like racking my brain for the answer. I know you may think i'm retarded but i gotta do what i gotta do!!!!! THANK YOU!!!!!

Help I need this for extra credit. For all you mathmaticians this should be easy. This is eighth grade math!!!!!!!!!!!!!! Thank you

Ok i need some serious help on this. I'm only in eighth grade so i'm a little confused.

Solve the first equation for x. Then substitute your result into the second equation and solve for y.

x + 2y = 1

6x - y = -20

Can you plz break this down for me???!!'Thank you!!!

you know the properties like commutative properties of addition and all that. Which ones are not natural numbers. Ill list em:

Properties of the Real Numbers

For all real numbers a, b, and c:

1. Commutative Property for Addition: a + b = b + a

2. Commutative Property for Multiplication: ab = ba

The commutative properties state that two numbers may be added or multiplied in any order.

3. Associative Property for Addition: a + (b + c) = (a + b) + c

4. Association Property for Multiplication: a(bc) = (ab)c

For the associative properties, the order of the terms or factors remains the same; only the grouping is changed.

5. Identity Property for Addition: There is a unique real number, 0, such that a + 0 = a and 0 + a = a

The identity property for addition tells us that adding 0 to any number will not change the number.

6. Identity Property for Multiplication: There is a unique real number, 1, such that a·1 = a and 1·a = a

The identity property for multiplication tells us that multiplying any number by 1 will not change the number.

7. Inverse Property for Addition: Each nonzero real number a has a unique additive inverse, represented by –a, such that

a + (-a) = 0 and –a + a = 0

Additive inverses are called opposites.

8. Inverse Property for Multiplication: Each nonzero real number a has unique multiplicative inverse, represented by , such that and

Multiplicative inverses are called reciprocals.

9. Distributive Property: a(b + c) = ab + ac

If not how come?

PLZ dont be rude, Im just curious.

A man was to be sentenced, and the judge told him, "You may make a statement. If it is true, I'll sentence you to four years in prison. If it is false, I'll sentence you to six years in prison." After the man made his statement, the judge decided to let him go free. What did the man say?

i want a good low fat recipe for ice cream please. And can somebody give me a list of the many ice creams there are.

If you are in seventh grade and up you have probably seen this type of story.