What is three hundred and twenty six to the nearest ten

Answers

Answer 1
Answer: the answer will 330 hope that helps!!!!!!!
Answer 2
Answer: Three hundred and twenty-six is 326.

Rounded to the nearest ten, the final answer is 330~

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What s the answer? 16x-12x=2
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The running time for movie A is 33 mins more than twice the running time for movie B. If the running time for movie A is subtracted from triple the running time for movie B, the result is 57 mins. find the running time for each movie..Movie A-
Movie B-

Answers

X is the running time for movie A and y the running time for movie B
X = 2y + 33
3y - × = 57
x- 2y = 33
-× + 3y = 57  => y = 90
=> x 33 + 180 = 213
use what they tell you to create the equations 

 a=33+2b  & 57=3b-a

for this to work we need to substitute a variable to get rid of it. 
look at 
          57=3b-a (lets switch it around s that the equation reads "a=")
          57+a=3b
          a=3b-57 (this is our new equations)

so now we know that 
a=33+2b & a=3b-57
so we can write 33+2b=3b-57. we have now "gotten rid" of "a"

SOLVE FOR B 

33+2b=3b-57  (get variable alone)
33= 3b-2b-57  (subtract and add accordingly)
33= b-57
33+57=b
90=b     (this means that movie b is 90 long)

SOLVE FOR A

you can plug "b" into any of the original equations.

a=33+2b 
a=33+2(90)
a=33+180
a=213

CHECK

plug "a" into any of the original equations to find "b" if b=90 then you know you've done it right 

213=33+2b
213-33=2b
180=2b
180/2=b
90=b

hope this helps :)

The slope is 2 the points are (1,1). Déterminé the equation

Answers

Use the point-slope formula for the eqn of a str line:

y-1 = 2(x-1)

This becomes y = 1+2(x-1) = 1 + 2x - 2 = 2x - 1,

so the simplest form of the desired eqn is y = 2x - 1.

Need help with problem can you help 5x+3y=22 y=2x

Answers

if y = 2x, let's replace it on  5x+3y=22

5x+3*(2x)=22

5x+6x=22

11x=22

\boxed{\boxed{x=2}}

Therefore

y=2x

y=2*2

\boxed{\boxed{y=4}}
5x+3y=22    y=2x
5x+3(2x)=22
5x+6x=22
11x=22
x=2

y=2(2)
y=4
x=2 y=4

Assign two variables for each problem, and write the equations. Solve.In five years, Kate will be twice as old as Joey. Right now, Kate is 11 years older than Joey. How old is Joey right now?

I need two variables and two equations. And please solve it.

Answers

lets make k equal to Kate's age and j equal to Joey's age.  If in 5 years Kate will be twice as old as Joe, you can write the equation k+5=2(j+5) and then simplify it to make it easier to work with.
k+5=2(j+5)
k+5=2j+10
k+5-2j=10
k-2j=5
since we know that right know Kate is 11 years older than Joey, you can write the equation k+j=11.  Since you know have two equations with with the same variable, you can make a system of equations as fallows:
k-2j=5
k+j=11

Since you need to figure out how old Joey is, you need to somehow get k to cancel out.  The easiest thing to do for this problem is to is multiply the top equation by -1 to get:
-k+2j=-5   (you have to add the bottom equation to the top equation)
k+j=11     (-k+k=0, 2j+j=3j, and -5+11=6)
Since k got canceled out, you are left with the equation 3j=6 which means j=2.
Therefore, Joey's current age is 2.

I hope this helps.

The front view of a podium is shown. Bryan wants to paint the front of the podium blue. He decomposed the shape into two triangles and a rectangle to find the area.

Answers

Complete Question

The front of a podium is in the shape of a trapezoid with base lengths 4 and 8.5 feet. the height is 2 feet. a gallon of paint covers about 350 square feet. Bryan wants to paint the front of the podium blue. He decomposed the shape into two triangles and a rectangle to find the area.

How many front frames of a podium can Bryant paint with 2 gallons of paint?

Answer:

56 front podiums

Step-by-step explanation:

A proper look at the image attached will provide the explanations

Answer:

Step-by-step explanation:

Given:

Base length:

A = 8.5 m

B = 4 m

Height, h = 2 ft

1 gallon = 350 ft^2

Area of trapezoid = 1/2 × (A + B) × h

= 1/2 × (8.5 + 4) × 2

= 12.5 ft^2

1 gallon = 350 ft^2

2 gallons = 700 ft^2

1 podium = 12.5 ft^2

= 700/12.5 podium

= 56 podiums will be painted with 2 gallons of paint.

find the area of a regular hexagon with apothem of 17.3 miles long and a side length of 20 miles long.

Answers


First, find the area of one of the equilateral triangles that make up the hexagon. The formula for area of a triangle is bh/2, so make the expression (20*17.3)/2, which when simplified is 173. Then multiply that by six (one for each triangle in the hexagon) so you have the final area: 1,038.
Area equals three time the square root of three all of this divided by 2 times the length of the side squared. So this would be 1039.23mi^2