2
What is (2 + 0.4 + 0.6)= ?
2 What is (2 + 0.4 + 0.6)= ? - 1

Answers

Answer 1
Answer:

Answer:

Whatis(2+0.4+0.6)

First we have to arrange the numbers in sequence...

2.0 \: + \: 0.4 \: + 0.6 \n 3.0 \: or \: 3

Here I have taken this 0 after the point ..as the rest of the digit are in tenths place or after the point...

The answer is 3.

We will not calculate the 0 as it does not have any value.

Ans) 3

Hope this helps you...


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Hey 1200 seat theater sells two types of tickets for a concert. premium seats sell for $30 each and regular seats so for $20 each at one event $30,180 was collected and ticket sales with 10 seats left on so how many for each type of ticket was sold

Answers

Answer:

Number of premium tickets sold = 638      

Number of regular tickets sold = 552

Step-by-step explanation:

Let number of premium tickets sold be p and number of regular tickets be r.

Total number of seats = 1200

Ticket sales with 10 seats left on, that is

               p + r = 1190     ----------------eqn 1

Cost of premium ticket = 30 $

Cost of regular ticket = 20 $

Money collected = 30180 $

Total money collected = 30 p + 20 r = 30180

                       3p + 2 r = 3018     ----------------eqn 2

eqn 1 x 2

               2p + 2r = 2380 --------------------eqn 3

eqn 2 - eqn 3

                  p = 3018 - 2380 = 638

Substituting in eqn 1

                638 + r = 1190  

                 r = 552

Number of premium tickets sold = 638      

Number of regular tickets sold = 552

x = premium seats
y = regular seats
You need two equations: (x + y - 10 = 1200) and (30x + 20y = 30,180)
1.) Isolate one variable
y = 1,210 - x
2.) Plug the new equation into the second ORIGINAL equation
30x +20(1,210 - x) = 30,180
3.) Ditribute
30x + 24,200 - 20x = 30,180
4.) Add like terms
10x + 24,200 = 30,180
5.) Subtract 24,000 from either side
10x = 6,180
6.) Solve for x
x = 618
7.) Plug in x to the equation of your choosing
618 + y - 10 = 1200
8.) Solve for y
608 + y = 1,200
y = 592
The theater sold 592 regular seats and 618 premium seats.

46h+56h=600 please solve

Answers

Answer:

5.88235294118

Step-by-step explanation:

Step 1:

46h + 56h = 600       Equation

Step 2:

102h = 600

Step 3:

h = 600 ÷ 102

Answer:

h = 5.88235294118

Hope This Helps :)

(x + 5)2 + (y - 7)2 = 36, its radius is

Answers

The answer would be 6

Steps: The equation of a circle is (x – h)² + (y – k)² = r²; since we are trying to find the radius we are going to focus on the r². Now if you look the equation has the 36 filled in as the r² so r² = 36; we now have to isolate the r to get the radius, how do we get the radius? We Square root the r² and 36. After we get r = 6, The radius is 6 units

Do you guys know the domain and range to this?

Answers

The domain is any number greater then negative five. The range is any number greater than negative two.

What is the coefficient of x^2y^3 in the expansion of (2x+y)^5

Answers

Answer:

40

Step-by-step explanation:

A P E X

We figure out the coefficient of x^2y^3 by figuring out the coefficients in both (x+y)^4 and (x+2y)^4. 

Using the binomial theorem, the coefficient of x^2y^3 on the first expansion is 

(4 choose 3)x^2y^3=6x^2y^3, 

and the coefficient of x^2y^3 on the second expansion is 

(4 choose 3)x^2(2y)^3=6x^2(4y^2)=24x^2y^3. 

Thus, the coefficient in the sum of these two expansions is 6+24=30.

ANOTHER ONE TO TAKE A LOOK AT DOUBLE OR NOTHING

Answers

Answer:

The answer is 3rd point

Step-by-step explanation:

Bylookingatthetable:

10-10.99,

$15.95 (1 dot)

20-29.99,

$21.52, $25.55, $27.78, $29.90 (4 dots)

30-39.99,

$33.98, $36.77 (2 dots)

40-49.99,

$43.44 (1 dot)

50-59.99,

$51.25 (1 dot)

60-69.99,

$60.54, $64.56, $67.89 (3 dots)

Thenyoucandeterminenumberofdotsineachrange.