Which of the statements below are true for linear functions? Select all that apply.-the general equation is y=mx+b
-the general equation is y=ax^2+bx+c
-the general equation is y=ab^x
-the graph contains a vertex
-the slope of the graph is constant and can be defined as rise over run

Answers

Answer 1
Answer:

Answer:

The general equation is y=mx+b

the graph contains a vertex

the slop of the graph is constant and can be defined as rise over run

Answer 2
Answer:

I would go for Y=mx+b


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Which answer shows this equation in standard form?8 - 4(x + y) = -6x + 6

A. -10x + 4y = -2

B. 2x + 4y = -2

C. 2x + 4y = 2

D. 2x - 4y = -2

Answers

The Standard Form equation of a line has the following formula: 
ax+by=c ; a
≠0 ; b≠0 ;

Then, 8 - 4x - 4y = -6x + 6 ;
-4x + 6x - 4y = 6 - 8 ;
2x - 4y = - 2 ;
The answer is D. !


How do you figure this out

Answers

I'm not sure if you're looking for a percentage or a decimal, but to find the answer you just need to do 160 ÷ 16 = 10. This means that, if you want it as a fraction, the answer is 1/10, and if you want it as a percentage, the answer is 10%. I hope this helps!

What are 2 items that weigh less than 1 ounce?what are 2 items that weigh more than a ton?

Answers

A feather and a piece of mechanical pencil lead weigh less than 1 ounce. 
A blue whale and an elephant weighs more than 1 ton

it takes both jack and Scott 12 minutes to walk to school. jack has his headphones on for 2/3 of the walk and Scott had his on for 2/5 of the walk. who had their headphones on longer? explain.

Answers

Jack has the headphones the longest because 2/3 of 12 are 8mins leaving only Scott 4min of headphone time

If 3people share a 6 segment gummy worm , what fraction of the gummy worm will each person get

Answers

Answer:

one third or two sixths

Step-by-step explanation:

you can split the gummy worm into 6 peices and each person gets two

What is the whole to which a percent is compared?

Answers

The whole to which a percent is compared is 100. This is evident in both the name, and the method of calculation of percentages. The name, is broken to "per" and "cent" meaning every 100. Also, when we calculate percentages, we find the ratio of the given amount to the total amount. If we don't multiply by 100, we see that this ratio is compared to the ratio of the percentage to 100.