What's the square root of 119?

Answers

Answer 1

Answer: 10.90871211463571 is the square root of 119

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What is 1/6 + (2/3 - 1/4) in simplest form

Answers

$(1)/(6)+((2)/(3)-(1)/(4))=\ \ \ \ | make\ a\ common\ denominator\n\n(2)/(12)+(8)/(12)-(3)/(12)=(2+8-3)/(12)=(7)/(12)\n\n The\ simplest\ form \ is\ (7)/(12).$

Olga buys tickets to a concert. She pays $27.75 for each ticket, plus handling fee of $5.50 for The order. The total cost is $144.25. Right and solve an equation to find out how many tickets,n,Olga bought

Answers

Answer: the number of tickets that Olga bought is 5

Step-by-step explanation:

Let x represent the number of tickets that Olga bought.

Olga buys tickets to a concert. She pays $27.75 for each ticket, plus handling fee of $5.50 for The order. This means that the total amount that Olga paid for x tickets would be

27.75x + 5.5

If the total cost is $144.25, the equation representing the situation would be expressed as

27.75x + 5.5 = 144.25

27.75x = 144.25 - 5.5

27.75x = 138.75

x = 138.75/27.75

x = 5

. Each parent has two of these for a particular gene. an- in arty-an Off

Answers

Each parent has two ALLELES for a particular gene.

4|x+5|=20
Thanks for the help

Answers

4 |x = 5| = 20

First, divide both sides by 4. / Your problem should look like: $|x + 5| = 5$
Second, simplify $(20)/(4)$ to 5. / Your problem should look like: $|x + 5| = 5$
Third, break the problem into 2 equations. / x + 5 = 5 and -(x + 5) = 5
Fourth, solve x + 5 = 5. /
Cancel 5 on both sides. / $x = 0$
Fifth, solve -(x + 5) = 5 /
Simplify brackets / $-x - 5 = 5$
Add 5 to both sides / $-x = 5 + 5$
Add 5 + 5 / $-x = 10$
Multiply both sides by -1 / $x = -10$
x = -10
Sixth, collect the solutions to the problems. / Your problem should look like: $x = -10, 0$

Answer: x = -10, 0

4Ix+5I=20
$4(-(x+5))=20$
$4(-x-5)=20$ distributhing 4 through parantheses
$-4x-4*5=20$
$-4x-20=20$
$-4x=20+20$
$-4x=40$ divide by -4
$x= (40)/(-4)$ simplify
$x=-10$
The answer is : - 10

The area of a rectangular park is 3/5 square mile. the length of the park is 7/8 mile. what is the width of the parkshow your work

remember that Area=Length +Width

Answers

Width of a rectangular park is equal to $\boldsymbol{(24)/(35)}$ mile.

Area of a rectangle

Area of a rectangle $=$ Length $*$ Width

Area of a rectangular park $=(3)/(5)$ square mile

Length of a rectangular park $=(7)/(8)$ mile

$(3)/(5)=(7)/(8)*$ Width of a rectangular park

So,

Width of a rectangular park $=(3)/(5)* (8)/(7)$

$=\boldsymbol{(24)/(35)}$

Find out more information about rectangle here:

brainly.com/question/15019502?referrer=searchResults

A = L * W

3/5 = 7/8 * W

divide both sides by 7/8

W = 24/35 of 0.6857

How many solution do these equations have How many solutions do these equations have?y = 2x + 4
2y = 4x + 8

Answers

If we subtract double the second equation from the first, we get:

2y-2y=4x-4x+8-8

0=0

Therefore, the two equations are actually equivalent. As a result, there are infinite solutions to this system.

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