What is 8.2p-33.4=1.7-3.5p

Answers

Answer 1

Answer: $8.2p-33.4=1.7-3.5p$

$8.2p=1.7-3.5p+33.4$    $Add \ 33.4 \ to \ both \ sides$

$8.2p=-3.5p+35.1$

$8.2p+3.5p=35.1$    $Add \ 3.5p \ to \ both \ sides$

$11.7p=35.1$

$(11.7p)/(11.7) = (35.1)/(11.7p)$    $Divide \ both \ sides \ by \ 11.7$

$p=3$    $Solution$

Answer 2

Answer: p=3
First you add 33.4 to both sides. Then add 3.5p to both sides. Then divide 35.1 by 11.7 and you get 3.

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Starting time is 2:46 pm elapsed time is 15 minutes what is the ending time

Answers

The ending time would be 3:01 p.m. You simply add 15 to 246 and configure it into the way a clock tells time!

the end time would be 3:01 you had 15 to 246

Kevin uses a drawing program to construct parallel lines. Kyle uses a compass and straightedge to construct parallel lines. In your own words, describe how Kyle’s construction steps will be similar to Kevin’s construction steps?

Answers

The drawings of both Kevin and Kyle are going to be accurate. However, there is a possible that Kyle's drawing is not that accurate compered to Kevin. Kevin might use the parallel line tool that is found in the drawing program. An example of a program would be Geogebra.

Find a • b.

a = 4i + 3j, b = -4i + 4j

Answers

The required dotproduct of the given vector is given as -4.

Given that,
a = 4i + 3j, b = -4i + 4j
a • b is to be determined.

What is dot products of vector?

The dot × of twovectors is described as the sum of the products of the relevant directionalvector.

Here,
a.b = (4i + 3j).(-4i + 4j)
a.b = 4×-4 (i.i) + 3×4 (j.j) + 4×4 (i.j) + 3×-4(i.j)
a.b = -16 + 12
a.b = -4 (since i.j or j.i for dot product gives zero.)

Thus, the required dotproduct of the given vector is given as -4.

Learn more about dot product here:
brainly.com/question/29097076
#SPJ2

Hello,

I suppose a and b are vectors
and i and j unit's vectors

$\vec{i}*\vec{i}=1\n \vec{j}*\vec{j}=1\n \vec{i}*\vec{j}=0\n$
$\vec{a}\ .\ \vec{b}=(4\vec{i}\ +3 \vec{j}).(-4\vec{i}\ +4 \vec{j})\n =-16-3*4*0+4*4*0+12=-4$

How do I find the Greatest Common Factor of 14m², 27a³, and 45a²?

Answers

Exactly the way you do it with numbers:

-- List all the factors of the first one.
-- List all the factors of the second one.
-- List all the factors of the third one.

-- Make a short list, consisting of the factors that appear
on all three lists. Those are the 'common' factors.

-- The greatest item on the short list is the greatest common factor.

14m², 27a³, and 45a² don't have any common factor except ' 1 '.
Since ' 1 ' is their only common factor, it's also their greatest one.

Compare the table and equation. x y
4 12
5 15
6 18

Equation: y = 3x

Which representation has the greatest slope?

The equation has the greatest slope.
The table has the greatest slope.
The table and equation have the same slope.
Their slopes cannot be determined.

Answers

Answer:

The table and equation have the same slope

Step-by-step explanation:

we know that

The formula to calculate the slope between two points is equal to

$m=(y2-y1)/(x2-x1)$

Step 1

Find the slope of the table

we have

$A(4,12)\ B(5,15)$

Substitute the values

$m=(15-12)/(5-4)$

$m=(3)/(1)=3$

Step 2

Find the slope of the equation

we have

$y=3x$ ------> the equation represent a linear direct variation

The slope is equal to $m=3$

therefore

The table and equation have the same slope

Answer:

the table and equation have the same slope

Step-by-step explanation:

took the test and got a 100% :)

| x - 42.04 | = 23.24

Answers

|x - 42.04| = 23.24
|x - 42.04| = ±23.24
|x - 42.04| = 23.04 U |x - 42.04| = -23.04
x - 42.04 = 23.04    U    x - 42.04 = -23.04
    + 42.04 + 42.04 + 42.04   + 42.04
      x = 65.05    U    x = 19

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