A technology company designs a phone that weighs about 0.068 125 pounds. What is the weight of the phone rounded to the nearest hundredth pound?

Answers

Answer 1
Answer: Final answer:
The weight of the phone, originally provided as 0.068250 pounds, is rounded up to the nearest hundredth pound due to the third digit after the decimal being above 5. Therefore, the rounded weight of the phone is 0.07 pounds. Hope this helps have a good day

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Calculate the length of AB. Round to the nearest tenth.

Answers

Answer:

AB = 10.06 cm

Step-by-step explanation:

Consider the given figure,

We have to find the length of side AB.

Lets rename the figure first, ABCD forms a rectangle. So , CB = DA = 12 cm

Also, EA = ED +DA ⇒ 15 = ED + 12 ⇒ ED = 15 - 12 ⇒ ED = 3 cm

Pythagoras theorem states that in a right triangle the sum of square of base and perpendicular is equal to square of hypotenuse.

Using, Pythagoras Theorem on Δ EDC,

(EC)^2=(ED)^2+(DC)^2

ED = 3 cm , EC = 10.5, Substitute, we get,

\Rightarrow (10.5)^2=(3)^2+(DC)^2

Solve for DC, we get,

\Rightarrow 110.25=9+(DC)^2

\Rightarrow 110.25-9=(DC)^2

\Rightarrow (DC)^2=101.25

\Rightarrow DC=√(101.25)

\Rightarrow DC=10.06

Since, ABCD is a rectangle. Thus, DC = AB

Hence, AB = 10.06 cm

Answer:

AB =10.06 ≈10.1 units

Step-by-step explanation:

To answer this question we must draw a parallel line to the side AB, closing a triangle, so that we can visualize a triangle, and a square.

1) After drawing this red line. Since it's parallel we can assume it is the same length as AB. And as we have a Rectangular Triangle we can apply the Pythagoras Theorem.

The Parallelism assure us that the segment to the left below the red line measures the same if the angle is the same, namely 90º.

10.5^(2)=3^(2)+h^(2)   \n 110.25=9+h^(2) \n 110.25-9=9+h^(2) -9\n 101.25= h^(2)\n h=√(101.25)\n  h=10.06 u

Since h=AB Therefore AB=10.06 units

Seven subtracted from 4 times a number (x) is more than 13

Answers

7-4X>13
:))))))))))))))

Find the lateral area the regular pyramid.



L. A. =

Answers

we have a formula to find the lateral surface area of regular pyramid.

L.A=12.P.L

P is the perimeter of the base of regular pyramid

L is the slant height .

describe how the problem 24000/50 could be solved without dividing 24000/5, then find the answer. help pls

Answers

Write 24000 as the numerator and 50 as the denominator: 24000/50.

Notice that both the numerator and denominator have a common factor of 50.

Divide both the numerator and denominator by 50 to simplify the fraction:

(24000 / 50) / 50 = (24000 ÷ 50) / (50 ÷ 50) = 480 / 1

So, 24000/50 simplifies to 480/1, which is just 480 as a whole number. Therefore, 24000/50 = 480.

Dividing by 50 is the same as multiplying by 1/50, which is equivalent to 2/100.

The fraction 2/100 means we'll double 24000 to get 48000. Then remove 2 zeros at the end to get 480. The removal of two 0's is due to the division by 100.

Therefore, 24000/50 = 480

---------------

Dividing by 5 will follow a similar pathway. We can multiply by 1/5 aka 2/10

24000/5 = 24000*(1/5) = 24000*(2/10) = 48000/10 = 4800

Notice the numerator doubled to 48000, and then we remove a zero at the end.

All of this can be done using pure mental math only. Each answer can be confirmed with a calculator.

Mandy and Jordan each bought some of the same notebooks and the same three-ring binder. Mandy paid $5.85 for 3 notebooks and 1 binder. Jordan paid $4.65 for2 notebooks and 1 binder. What is the price of one ofthe notebooks?

Answers

Answer:

$1.20

Step-by-step explanation:

Mandy and Jordan each bought some of the same notebooks and the same three-ring binder.

Mandy paid for 3 notebooks and 1 binder = $5.85

Jordan paid for 2 notebooks and 1 binder = $4.65

Mandy paid more money for extra one notebook = 5.85 - 4.65

                                                                                  = $1.20

Therefore, the price of one notebook is $1.20.

1 notebook costs $3.45

let's turn this into 2 equations, n being notebook price, and b being binder price ->

mandy -> 3n + b = 5.85
jordan -> 2n + b = 4.65

we need to take one equation, simplify for b, and plug it into the other equation, let's take jordan's equation for this ->

b = 4.65 - 2n

plug it into mandy's equation

3n + (4.65 - 2n) = 5.85

simpify until you get n = 1.20
take this and plug it back into jordan's equation ->

2(1.20) + b = 4.65
simplify until you get b = 2.25
plus this value into mnady's equation ->

3n + (2.25) = 5.85
simplify until you get that n = 2.25

Which ordered pair is a solution of the equation y = 5x? (–2, 10) (–5, 25) (–3, 15) (–2, –10)

Answers

the answer is (-2,-10) you just need to plug them in.