Use the distributive property to remove the parentheses in the following expression 6(m+5)=

Answers

Answer 1

Answer: 6m+30 is the answer.
Multiply 6 and m and you get 6m.
Multiply 6 and 6 and you get 30.
6m+30

Answer 2

Answer: 6m+30 is the answer.
Multiply 6 and m and you get 6m.
Multiply 6 and 6 and you get 30.
6m+30

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8 POINTS WILL BE GIVEN!!

Answers

24° because it says x=24° have a nice day :)

Answer:

x=39 degrees

Step-by-step explanation:

Decide on what substitution to use, and then evaluate the given integral using a substitution.(Remember to use absolute values where appropriate.) ∫ [(x⁵− x⁴) / (5x6 − 6x5)] dx

Answers

Answer:

The answer is $(1)/(30)\Big[2\log x-\log 6\Big]$

Step-by-step explanation:

Given,

$\int (x^(5)-x^(4))/(5x^(6)-6x^5)dx$

$=\int (x^4(x-1))/(x^5(5x-6))dx$

$=(1)/(6)\int\Big[(1)/(x)+(1)/(5x-6)\Big]dx$

$=\fracd{1}{6}\int (1)/(x)dx+(1)/(6* 5)\int(5)/(5x-6)dx$

$=(1)/(30)\Big[5\log x +\log (5x-6)\Big]$

$=(1)/(30)(2\log x-\log 6)$

Hence the result.

List three properties of a rhombus

Answers

All sides are congruent
The diagonals bisect each other (bisect means cut in half)
The diagonals are perpendicular

one thing is that all the sides are congruent by definition

PLEASE HELP ME SOLVE!

Answers

Answer:

F(-6) = 2*(-6) + 1

5*(-6) -2

= -11

-32

= 11

F=-6

step by step explanation :

2(-6)+1
———-
5(-6) -2

-12 + 1
———-
-30 -2

-11
—-
-32

Answer : 11
—
32

Sqrt( 7x ) + 1 = sqrt( 7x + 1 )

Solve it?

Answers

$√(7x) +1 = √(7x+1)$

First isolate a square root on the left side:
$√(7x) = - 1 + √(7x+1)$

Now, delete the radical on the left side, Raise both sides squarely:
$(√(7x))^2 = (-1+ √(7x+1) )^2$

Thus:
$7x = 1 - 2 √(7x+1) + 7x + 1$
$7x = 7x+1+1-2 √(7x+1)$
$7x = 7x+2-2 √(7x+1)$

Find the radical remainder by isolating a radical on the left side again:
$2 √(7x+1) = -\diagup\!\!\!\! 7x+\diagup\!\!\!\! 7x+2$
$2 √(7x+1) = 2$

Now, delete the radical on the left side, Raise both sides squarely:
$(2 √(7x+1))^2 = (2)^2$

Solving, We have:
$2^2(7x+1) = 4$
$4(7x+1) =4$
$28x+4 = 4$
$28x = \diagup\!\!\!\! 4 -\diagup\!\!\!\! 4$
$28x = 0$
$x = (0)/(28)$
$\boxed{x = 0}$

Confirm that the solution is correct
Statement equation
$√(7x) = - 1 + √(7x+1)$

*Replaces "0" in "x"
$√(7*0) = - 1 + √(7*0+1)$
$√(0) = - 1 + √(0+1)$
$0 = - 1 + √(1)$
$0 = - \diagup\!\!\!\! 1 + \diagup\!\!\!\! 1$
Solution:
$\boxed{0 = 0}$ (TRUE)

In ΔWXY, the measure of ∠Y=90°, XW = 25, YX = 24, and WY = 7. What is the value of the cosine of ∠W to the nearest hundredth?

Answers

Answer:

7/25

Step-by-step explanation:

Just did on delta math

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