A+2=e b-2=e c×2=e d:2=e divide 45 in 4 parts example (20,15,3,7) equation will be correct as abcd

Answers

Answer 1
Answer: a+2=e
b-2=e

2c=e

d/2=e
dunno wat last part is but since they all equal e
a+2=b-2=2c=d/2
I am guessing that a+b+c+d=45 such that a+2=b-2=2c=d/2

interesting
make in terms of one thing
let's do a

a+2=b-2
a+4=b

a+2=2c
(a+2)/2=c

a+2=d/2
2(a+2)=d

sub

a+(a+4)+[(a+2)/2]+(2(a+2))=45
distribute some
a+a+4+(a+2)/2+2a+4=45
add like terms
4a+8+(a+2)/2=45
minus 8
4a+(a+2)/2=37
mult both sides by 2
8a+a+2=74
add like terms
9a+2=74
minus 2
9a=72
divide 9
a=8

sub back

a+4=b, 8+4=b=12

(a+2)/2=c, (8+2)/2=10/2=c=5

2(a+2)=d, 2(8+2)=2(10)=d=20






a=8
b=12
c=5
d=20


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Find the slope of the line graphed below.

Answers

Answer:

The answer to your question is m = - (4)/(7)

Step-by-step explanation:

Process

1.- Find two points of the line (red points)

   A ( 4, -5)  and B (- 3 , -1)

2.- Find the slope using the formula

    m = (y2 - y1)/(x2 - x1)

  Substitution

   m = (-1 + 5)/(-3 - 4)

   m = - (4)/(7)

D=150 ft r=20 ft per min. t=?

Answers

t=d/r 
plug in your numbers and divide then you have your answer. 

What is the area of a triangle with side lengths 25, 25, and 48

Answers

The area of this triangle can be solved using the Heron's Formula which is expressed as:

Area
= √p(p −a )(p −b )(p −c )

where p is half of perimeter of the triangle and a,b,c are the side lengths.

p = (25 + 25 + 48) / 2
p = 49

Area = √49(49
−25)(49−25)(49−48)
Area = 168

1 megameter=______km can you help me pleasse

Answers

1 Mm = 1,000,000 m

and

1,000 m = 1 km

we need to convert 1,000,000 meters to kilometers using the conversion 1 m = 1,000 km.

\sf{1,000,000~m * (1~km)/(1,000~m)= 1,000 *1~ km = \boxed{\bf{1,000~km}}

So:

1 megameter = 1,000 km.

What is

3x-2y=9
y=2x-7

Answers

Okay, these get easy with practice so don't post all of these online. First, substitute y in 3x-2y=9 for what it says y equals (2x-7). You now have: 3x-2(2x-7)=9. Breakdown:
3x-2(2x-7)=9
3x-4x+14=9
-1x=-5
x=5
next solve for y
y=2x-7
y=2(5)-7
y=10-7
y=3
And now we have x=5, and y=3.
Since you know that "y" is equivalent to "2x - 7" you can substitute that into the first equation

3x - 2y = 9
3x - [2(2x-7)]= 9
3x - (4x - 14) = 9
3x - 4x + 14 = 9
-x + 14 = 9
-x = -5
x = 5


y = 2x - 7 
y = 2(5) - 7
y = 10 - 7
y = 3

Calculate the total cost of an item bought at a negotiated price of $15,640 and a $2,500 trade-in allowance. The sales tax is 7.2 with a $106 registration fee.$13,160
$14,372.08
$1,232.08
$14,286.08

Answers

15,640 * 7.2% = 1,126.80 Sales tax

Total cost:
cost of an item: 15,640 - 2,500 = 13,140.00
sales tax                                         1,126.80
registration fee                                   106.00
                                                     14,372.80   2nd option.