How can you identify the parts of an expression using mathematical terms?

Answers

Answer 1

Answer: -constant
-coefficient
-variable
-terms
-polynomial
-monomial
-binomial
-trinomial

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Katie and 5 friends split the bill evenly.The total cost was $75 How much will each person pay?(show work)

Answers

The number of people is:
1+5= 6

$75/ 6 people= $12.50/ person.

Each person pays $12.50~

4x +5y how to answer evaluate expression x=6 and y=17 how to get the answer

Answers

Just replace the variables with the given values and then add

4(6) + 5(17)
24 + 85
109

4(6) + 5(17) = 24 + 85 = 109

I hope this helps!

HELP ASAP PLZ How many sides does a polygon have if the sum of its interior angles is 9000 degrees?

Answers

Answer:

52 sides

Step-by-step explanation:

The only way I know how to do this is to create one fraction which is a combination of 2 steps used when 1 of the interior angles is known.

Formula

360/(180 - 9000/s ) = s

Multiply denominator and numerator on the left by s.

360 * s

======= = s

s* (180 - 9000/s)

Remove the brackets on the denominator

360s

================ =s

180s - 9000

Cancel the numerators s's.

360 / (180s - 9000) = 1

Multiply both sides by 180s - 9000

360 =180s - 9000

Add 9000 to both sides

360 + 9000 = 180s

9360 = 180s

Divide by 180

9360/180 = 180/180 s

s = 52

2/3x - 9= 3/4
Find x

1/5x + 8= 3/4

Find x

Answers

$(2)/(3)x-9=(3)/(4)\ \ \ \ |multiply\ both\ sides\ by\ LCM(3;4)=12\n\n12\cdot(2)/(3)x-12\cdot9=12\cdot(3)/(4)\n\n4\cdot2x-108=3\cdot3\n\n8x-108=9\ \ \ \ |add\ 108\ to\ both\ sides\n\n8x=117\ \ \ \ |diviede\ both\ sides\ by\ 8\n\nx=(117)/(8)\n\n\boxed{x=14(5)/(8)}$

$(1)/(5)x+8=(3)/(4)\ \ |other\ method\ like\ first\ . . . . |subtract\ 8\ from\ both\ sides\n\n(1)/(5)x=(3)/(4)-8\n\n(1)/(5)x=(3)/(4)-(4\cdot8)/(4)\n\n(1)/(5)x=(3)/(4)-(32)/(4)\n\n(1)/(5)x=-(29)/(4)\ \ \ \ |divide\ both\ sides\ by\ (1)/(5)\to(multiply\ both\ sides\ by\ 5)\n\nx=-(29)/(4)\cdot(5)/(1)\n\nx=-(145)/(4)\n\n\boxed{x=-36(1)/(4)}$

(A^5)^6 × a^2 × (a^8)^0

Could you show me the steps so I can understand better?

Answers

Answer:

The answer for (a^5)^6 × a^2 × (a^8)^0 is a^32 or $a^(32)$

Step-by-step explanation:

Given:

(a^5)^6 × a^2 × (a^8)^0

Solution:

1.By property of indices or law of indices we have

$(x^(a)) ^(b) = x^((a* b))\n \therefore (a^(5)) ^(6) = a^((5* 6))\n \therefore (a^(5)) ^(6) = a^((30))\nSimilarly\na^(2) = a^(2)\n \n(a^(8))^(0)} = a^((8* 0))\n(a^(8))^(0)} = a^(0)\ \textrm{Which is also equal to one i.e 1}\n$

Therefore the required equation will be

(a^5)^6 × a^2 × (a^8)^0

$(a^(5)) ^(6)* a^(2)* (a^(8))^(0) =a^((30))* a^(2)* a^(0)$

2. law of indices

$x^(a) * x^(b) = x^((a+b))\n$

Therefore,

$(a^(5)) ^(6)* a^(2)* (a^(8))^(0) = a^((30+2+0))$

$(a^(5)) ^(6)* a^(2)* (a^(8))^(0) = a^((32))$

What is the answer for number 15 16 17

Answers

15.

6 pachages
each pcage has 30
6*30=180 total

17 left over
how many used
used=total-left over
used=180-17
used=163

16. xy is 2 digit number
multiplules of 10 (whole multipules) always end with 0 so y=0

and has 3 as one of its factors
factors of 3 is 3,6,9,12
30,60,90 is answer

17.
30 in 9 parks
30 times 9
30=10 times 3
3*10*9
group the 3 and 9
10*(3*9)
3*9=27
10*(27)
270

15. 163
16. 30,60,90
17. see above, 270

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