5/8 +5/12 in simplest form

Answers

Answer 1

Answer: 5/8+5/12
Find common denominator (24 in this case)
15/24+10/24 = 25/24 or 1 and 1/24

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Which id the following is the least A. 0.105 B. 0.501 C. 0.015 D. 0.15
Are simplified ratios written in units?
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PLSSSSS HELP IF YOU TRULY KNOW THISSSSS

How can i simplify √320x³

Answers

Answer:

8x * sqrt(5x)

Step-by-step explanation:

Factor 320 into its prime factors: (2^6) * 5

To simplify sqrt we extract factors which are squares and the rest remain inside the root: (2^6) will be extracted (2^6=64) and 5 will remain inside

Take sqrt of factors being extracted: sqrt64= 8

Now it looks like this: 8 * sqrt(5x^3)

SQRT(x^3) is the same as x * SQRT(x)

Therefore, sqrt (320x^3)= 8x*sqrt(5x)

The mean of a normally distributed dataset is 12, and the standard deviation is 2. what percent of the data points lies between 8 and 16?

Answers

$\mathbb P(8<X<16)=\mathbb P\left(\frac{8-12}2<\frac{X-12}2<\frac{16-12}2\right)=\mathbb P(-2<Z<2)$

The empirical rule states that approximately $95\%$ of a normal distribution lies within two standard deviations of the mean.

The function for the cost of materials to make a shirt is f(x) = five sixths x + 5, where x is the number of shirts. The function for the selling price of those shirts is g(f(x)), where g(x) = 5x + 6. Find the selling price of 18 shirts. (A. 106; B. 120; C. 185; D. 196)

Answers

Answer:

A. 106

Step-by-step explanation:

Given function that represents the cost of materials to make x shirts,

$f(x) =(5)/(6)x+5----(1)$

Also, the function for the selling price of x shirts,

$g(f(x))$

Where, $g(x)=5x+6---(2)$

From equation (1),

$g(f(x))=g((5)/(6)x+5)$

$=5((5)/(6)x+5)+6$

$=(25)/(6)x+25+6$ ( From equation (2) )

$=(25)/(6)x+31$

For 18 shirts, i.e. x = 18

The selling price would be,

$g(f(18))=(25)/(6)* 18+31=75+31=106$

Option 'A' is correct.

in the given figure, O and O' are centre of two circles and the circles intersect each other at points B and c. If AOCD is a straight line and /_ AOB =110, find /_ BED and /_BOD.

Answers

I tried this to see if there was enough information in your description
without seeing the "given figure". The answer was 'no'.

Without the figure, we don't know where points A, D, and E are.
So we have no idea where line AOCD is, or where angles AOB,
BED, and BOD are.

We are forced to conclude that there was a good reason why the
given figure was printed next to the question, and no good reason
why you decided not to copy it along with the rest of the question.

To sum it up: The given figure is not given, so no answer is possible.

At a candy store a bag holds up to 1 pound of candy. Each jawbreaker (x) weighs 0.25 pounds and each gumball (y) weighs 0.1 pounds. Which inequality shows the solution for all combinations of the two candies that will fit in the 1-pound bag?

Answers

x - number of jawbreakers;
y - number of gumballs.
The weight of jawbreakers + gumballs must be less than or equal to 1 pound.
Inequality that shows the solution for all combinations of the two candies is:
0.25 x + 0.1 y ≤ 1

The table below shows the amount of money, in hundreds of dollars, Elliot has saved after different numbers of years:Years (x) 1 2 3 4 5 6
Money (y) (hundreds of dollars) 15 30 45 60 75 90

Identify the function that represents Elliot's savings and the amount that Elliot will have saved in 9 years.
(A)y = 15x, in 9 years he will have saved $13,500
(B)y = x + 15, in 9 years he will have saved $2,400
(C)y = 6x, in 9 years he will have saved $5,400
(D)y = x + 90, in 9 years he will have saved $9,900

Answers

A is the correct answer.

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