What is the slope that passes through points (2,4) and (6,12)

Answers

Answer 1
Answer:

Answer:

It is a slope of 4 over 8, i believe

Step-by-step explanation:

Answer 2
Answer: the slope would be 4 over 8 i believe

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Joan walked 23 1/4 miles in a week. Her sister walked 69 3/4 miles during the same week. How many times farther did Joan’s sister walk than Joan?

Answers

joans sister walked 3 times farther.

23 1/4 * 3 = 69 3/4

joans sister walked 3 times farther.

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 .

2x^2 + x – 1 = 9 
Does it have any real solutions? If so what are they?

Answers

2x^2 + x - 1 = 9 \n \n2x^2 + x -1 - 9=0\n \n2x^2 + x-5x +5x -10 = 0 \n \n 2x^2 -4x +5x -10 = 0\n \n 2x(x -2) +5(x -2) = 0\n \n(x-2)(2x+5)=0\n \nx-2 =0 \ \ or \ \ 2x+5 =0 \n \nx=2 \ \ or \ \ 2x =-5 \n \nx=2 \ \ or \ \ x =-(5)/(2) \n \nAnswer : \ x=2 \ \ or \ \ x=-(5)/(2)
2x^2 + x – 1 = 9
2x^2+x-1-9=0
2x^2+x-10=0
a=2
b=1
c=-10

Delta=b^2-4ac
Delta=1-4*2*(-10)
delta=1+80
delta=81
rad 81=9

x1=-b-rad 81 /2a
x1=-1-9/2*2
x1=-10/4
x1=-5/2

x2=
-b+rad 81 /2a
x2=-1+9/2*2
x2=8/4
x2=2

What is the answer to 1 3/5 + 4 4/5

Answers

When I typed the problem into my calculator it gave me 32/5 or 6.4 .

Find the perimeter of a triangle one side 11 inches

Answers

the perimeter of that triangle is 33 inches.
triangle=3 sides
11 inches
11x3=33    OR       11+11+11=33

What the unit rate in 14 hours in 2 weeks

Answers

the answer is 7 hours per week