Compare 6 years to 300 weeks

Answers

Answer 1
Answer: for this question you should know that 1 year is 52 weeks so 6 years is 52*6 = 312 weeks so 312 is bigger than 300 weeks so 6 years is bigger than 300 weeks 
i hope this is helpful 
have a nice day 
Answer 2
Answer: there are about 52 weeks in a year so in 6 years you would have about 312 weeks which is more than 300 weeks

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Simplify the expression by combining like terms: -17+a-23b+24a-10

Was i right on the first 2? Please correct them if i'm wrong

Answers

All correct!!! Good job!!! ^^

SOLVE BY SUBSTITUTION:3x-2y=14
y=5x
solve by substitution
x-2y=-2
y=2x+4
solve by elimination
x+2y=-7
x-5y=7
PLEASE HELP WORTH 10 POINTS! AKA SHOW WORK:)

Answers

1)
3x-2y=14
y=5x

So we plug in y=5x into 3x-2y=14

We get:

3x-2(5x)=14
3x -10x=14
-7x=14
x=-2

So we found x, now we need to find y. We can simply plug in x into the equation and get y.

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

So your answer will be (-2,-10).

2) 
x-2y= -2
y= 2x+4

Once again plug in y=2x+4 into x-2y=-2

x-2(2x+4) = -2
x-4x-8=-2
-3x-8=-2
-3x = 6
x= -2

Now we plug back in x and solve for y :)

y=2x+4
y=2(-2)+4
y=-4+4
y=0

So our solution would be (-2,0).

3)
x+2y=-7
x-5y=7

Multiply the second equation by -1

-x+5y=-7

Now add that equation with the other one:

   x+2y=-7
+
   -x+5y=-7
-----------------
7y=-14
y=-2

Now plug in y=-2 and solve for x

x+2y=-7
x+2(-2)=-7
x+(-4)=-7
x-4=-7
x=-3

So your solution would be (-3,-2).

1)

3x-2y=14\n \n y=5x

We know y's value. Let's plug it in the equation.

y=5x\n \n 3x-2\cdot (5x)=14\n \n 3x-10x=14\n \n -7x=14

Divide both sides by -7.

x=-2

Now we have x's value. Let's plug it in the equation to find y.

x=-2\n \n y=5x\n \n y=5\cdot -2\n \n y=-10

Solution,

(-2, -10)

2)
x-2y=-2\n \n y=2x+4

Again we have y's value. Let's plug and solve.

y=2x+4\n \n x-2\cdot (2x+4)=-2\n \n x-(2\cdot 2x+2\cdot 4)=-2\n \n x-4x-8=-2\n \n -3x-8=-2\n \n -3x=-2+8\n \n -3x=6\n \n x=\frac { 6 }{ -3 } \n \n x=-2

Now we have x's value let's solve for y.

x=-2\n \n y=2x+4\n \n y=2\cdot (-2)+4\n \n y=-4+4\n \n y=0

Solution,

(-2, 0)

3)

x+2y=-7\n \n x-5y=7

Let's first multiply the first equation by -1

-1\cdot (x+2y)=-1\cdot -7\n \n -x-2y=7

Then let's add these new equation and the second equation.

-1\cdot (x+2y)=-1\cdot -7\n \n -x-2y=7\n \n x-5y=7\n \n (-x-2y)+(x-5y)=7+7\n \n -x+x-2y-5y=14\n \n -7y=14\n \n y=\frac { 14 }{ -7 } \n \n y=-2

Now we have y's value let's plug it and solve for x.

y=-2\n \n x+2y=-7\n \n x+2\cdot (-2)=-7\n \n x-4=-7\n \n x=-7+4\n \n x=-3

Solution,

(-3, -2)


On a scale model of a building, 1 4 inch represents 3 8 foot. What length on the model represents 1 foot? ​ 3 32 ​ in. ​ 2 3 ​ in. ​ 1 1 1 ​ in. ​​ ​ 10 2 3 ​ in.

Answers

Answer:

2/3   in

Step-by-step explanation:

We can use ratios to solve this problem.

1/4 inch               x inches

--------------    = ---------------------

3 /8 ft                      1 ft


Using cross products

1/4 * 1 = 3/8 * x

Multiply each side by 8/3 to isolate x

1/4 * 8/3  = 3/8*8/3 x

2/3 = x

What is the solution to 2(2w-6)=6(w-6)+14

Answers

2(2w-6)=6(w-6)+14
4w-12=6w-36+14
4w-12=6w-22
22-12=6w-4w
10=2w
w=10:2
w=5
2(2w-6)=6(w-6)+14 

4w-12=6w-36+14 

4w-12=6w-22 

-12=6w-22-4w 

-12=2w-22 

-12+22=2w 

10=2w 

10=2w/2 

w=5

In 2007, The price of wheat was $10.03 per bushel. The price of soybeans was $11.93 per bushel. Round the price per bushel of wheat and soy beans to the nearest whole dollar????

Answers

Wheat $10
Soybeans $12

Simplify the complex fraction. Please show all work!

Answers

Answer:

3(u^2 +u-3)

-------------------

u(u-3)^2

Step-by-step explanation:

u         1

---- + -------

u-3      u

-------------------------

    u-3

  ----------

    3

Get a common denominator for the numerator

u *u         1(u-3)

----      + -------

(u-3)u      u(u-3)

-------------------------

    u-3

  ----------

    3

u *u + (u-3)

-----------

(u-3)u      

-------------------------

    u-3

  ----------

    3

Now use copy dot flip

u *u + (u-3)        3

----------------- * -------------

(u-3)u                 u-3

3(u^2 +u-3)

-------------------

u(u-3)^2