Tell whether x and y show direct variation.
xy=5
tell whether x and y show direct variation. xy=5 - 1

Answers

Answer 1
Answer: Form of direct variation looks like y = kx, where k is any constant number (2, 3/4, 1/3, etc)

So here you have xy = 5.

Divide both sides by x, and you have y = 5/x.

So it is not direct variable, it is inverse variation.
Answer 2
Answer: direct variation is when a=x/y a stays constant so when x goes up, then y also goes up so lets say a=2 then 2=x/y so if x is 2 then y=1 if x is 4 then y=2

indirect variation is a=xy where when x goes down y goes up so less say a=2 then if x=2 then y=1 if x=1 then y=2


for number 9. it shows direct variation because when x goes up, y also must go up

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Answers

Answer:

1.67

Step-by-step explanation:

Since it drops by 1.67 points the rational number that it is referring to is 1.67 since 1.67 is a terminating number and terminating numbers are under rational numbers.

Value of the expression 3[5.4+6(2.3)

Answers

your answer will be 57.6

What is 0.2 as a fraction in simplest form.

Answers

2/10, but reduced would be 1/5.

10 / 2 - 5
2 / 2 - 1
well, you start with 
20/100
divide both sides by 20 and you get
1/5

Simplify negative 4 and 1 over 4 − negative 9 and 1 over 2.These are the answers they have
negative 13 and 1 over 3
negative 5 and 1 over 4
13 and 1 over 3
5 and 1 over 4

Answers

-4 1/4 - (-9 1/2) = -4 1/4 + 9 1/2 = (9 - 4) + (1/2 - 1/4) = 5 1/4

In your terms, the 4th selection is the one you want.

... 5 and 1 over 4

This is exam 1.10 right will any way the answer is

  • D:5(1)/(4)  

Which ratios are proportional to 6/8 ? Choose all answers that are correct.

Answers

3/4,9/12, etc.
the top part is a form of three and the bottom is a form of four
3/4 is one of them and 12/16

Will the sum of two linear expressions each with an x-term , always,sometimes,or never have an x-term ? Explain your reasoning

Answers


The sum will have an x-term sumtimes ... whenever
the x-terms alone don't add up to zero.

Examples:

-- Two linear expressions:

         y +  x
and   
         y + 2x

The sum of the x-terms alone is (x + 2x) = 3x .
So the sum of the expressions has an x-term.

         (y + x) + (y + 2x)  =  2y + 3x .
_______________________________

Two different linear expressions:

       y + 3x
and
       y - 3x

The sum of the x-terms alone is (3x - 3x) = zero.
So the sum of the expressions doesn't have an x-term.

         (y + 3x) + (y - 3x)  =  2y .