Evaluate. 2 • {[5 • (60 – 14 ÷ 7)] + 25} • 5

Answers

Answer 1

Answer: the answer is 3150 :)
BODMAS :)

Answer 2

Answer: I believe its 5,150 hope i helped

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How do u work out 8x + 5x

Answers

Since they both have the same variables, just add the numbers and get 13. So therefore it is 13x

Determine the length of arc JL.A)
25
9
π
B)
5
13
π
C)
25
18
π
D)
14
17
π

Answers

The length of arc JL is $(25)/(18) \pi$ So option c is correct.

Solution:

Given, from the diagram, radius of the given circle is 2 units.

And, the angle between the radius JK and KL is 125 degrees.

We have to find the length of the minor arc formed by JL

The length of arc is given as:

$\text { Length of arc }=2 \pi r\left((\theta)/(360)\right)$

where $\theta$ is angle between radii formed by points with centre

Now the length of arc JL is:

$=2 \pi * 2 * (125)/(360)=4 \pi * (125)/(360)=\pi * (125)/(90)=(25)/(18) \pi$

Hence, the length of are JL is $(25)/(18) \pi$ so option c is correct.

Andrea wants a diamond necklace and its selling price is $60. There was a discount of 5%. How much did Andrea pay?

Answers

so discount means less so find 5%
remember that percent means parts out of 100 so
5%=5/100=1/20
find 1/20 of 60
'of' means mulitpy in math
1/20 ties 60=3
5%=3
discoutn is 3
subtract 3 from 60
60-3=57

she paid $57

you would need to take the known information. you have $60 and a 5% discount. multiply 60 by 0.95 to figure out how much was payed :)

Find the value of x in each case:

Answers

See the attached pictures:

Name four rays that have Point e as an endpoint

Answers

Answer:

EF, ED, EG and EA

Step-by-step explanation:

We know that, a ray is a line segment having one end point and reaches infinity on the other side.

It is required to find rays having E as an end point.

So, we can see from the figure that,

EF, ED, EG and EA are the four rays having E as an end point.

EB is not a ray as it has two end point, which is not possible in a ray.

Hence, we have that four rays having E as end point are EF, ED, EG and EA.

The answer would be D.

What Is It Called to Move a Figure in Any Direction Without Rotation?

Answers

When figure is moved in any direction without rotation, it is called: translation.

What is Translation?

Translation is a form of transformation.
Translation involves moving every point of a figure the same units without rotating it.
The image below shows what a rotation is.

Therefore, when figure is moved in any direction without rotation, it is called: translation.

Learn more about translation on:

brainly.com/question/12861087

This is called Translation. When you move a figure in any direction without rotating it.

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