The neighborhood ice cream truck driver has to pay $650.00 a week to rent his truck. Each ice cream cone costs $0.75 to make and sells for $1.60. Set up an equation to figure out how many ice cream cones must be sold to make a profit of $100.00 for the week.

Answers

Answer 1
Answer:

Answer: $0.85x – $650 = $100

Step by step explanation:

Ice cream truck rent $650.00 a week  

Each ice cream cone costs $0.75  

Sells Ice cream cone for $1.60

How many ice cream cones must be sold to make a profit of $100.00 for the week = x

Capital amount per week = $650 + $0.75 (per cone)

Profit per cone: $1.60 – $0.75 = $0.85

In order to make $100 profit, the expression would be:

$0.85x – $650 = $100



Answer 2
Answer: it would be 1.60x-.75x-650=100 i believe bc you would need to subtract the cost of everything that’s due and find what x is to make it equal 100$ profit

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What is the decomposition of 15?

Answers

if you want the factors or 'what times what equals this number'

so 15=5 times 3
15=5x3   is answer       5 et  3   is number  prim

Solve each questions by taking square roots1.k²=76
2.k²=16
3.x²=21
4.a²=40
5.x²+8=28
6.2n²=-144
7.-6m²=-414
8.7x²=-21
9.m²+7=88
10.-5x²=-500
11.-7n²=-448
12.-2k²=-162
13.x²-5=73
14.16n²=49

Answers

1.\ k^2=76\n\nk=\pm√(76)\n\nk=\pm√(4\cdot19)\n\nk=\pm2√(19)\n-------------\n2.\ k^2=16\n\nk=\pm√(16)\n\nk=\pm4\n-------------\n
3.\ x^2=21\n\nx=\pm√(21)\n-------------\n4.\ a^2=40\n\na=\pm√(40)\n\na=\pm√(4\cdot10)\n\na=\pm2√(10)\n-------------\n5.\ x^2+8=28\ \ \ /-8\n\nx^2=20\n\nx=\pm√(20)\n\nx=\pm√(4\cdot5)\n\nx=\pm2\sqrt5\n-------------\n
6.\ 2n^2=-144\ \ \ \ /:2\n\nn^2=-72-no\ real\ solutions\n-------------\n7.\ -6m^2=-414\ \ \ \ /:(-6)\n\nm^2=69\n\nm=\pm√(69)\n-------------\n8.\ 7x^2=-21\ \ \ \ /:(-7)\n\nx^2=-3-no\ real\ solutions\n-------------\n
9.\ m^2+7=88\ \ \ \ /-7\n\nm^2=88-7\n\nm^2=81\n\nm=\pm√(81)\n\nm=\pm9\n-------------\n10.\ -5x^2=-500\ \ \ \ /:(_5)\n\nx^2=100\n\nx=\pm√(100)\n\nx=\pm10\n-------------\n
11.\ -7n^2=-448\ \ \ \ /:(-7)\n\nn^2=64\n\nn=\pm√(64)\n\nn=\pm8\n-------------\n12.\ -2k^2=-162\ \ \ \ /:(-2)\n\nk^2=81\n\nk=\pm√(81)\n\nk=\pm9\n-------------\n
13.\ x^2-5=73\ \ \ \ /+5\n\nx^2=78\n\nx=\pm√(78)\n-------------\n14.\ 16n^2=49\ \ \ \ /:16\n\nn^2=(49)/(16)\n\nn=\pm\sqrt(49)/(16)\n\nn=\pm(√(49))/(√(16))\n\nn=\pm(7)/(4)

If 50 is 20% of a value, what is that value?

Answers

the value is 250,
solution:
let the value be 'x'
x×20/100 = 50
20x = 50×100
x = 250

Answer: 250

Hope This Help ^_^


Nellie split 8 pieces of candy equally among f friends. Which expression shows how many pieces of candy each friend received?

Answers

8/x  because split is the same as divide so she split 8 pieces with x people

Final answer:

The expression 8/f represents how many pieces of candies each of Nellie's friends received when she divided 8 pieces of candy equally among them.

Explanation:

The problem presented involves dividing a certain number of items (candies) evenly among a certain number of people (friends). This situation deals with division, a basic concept in mathematics. If Nellie has 8 pieces of candy and wants to split it equally among f friends, each friend would receive 8/f pieces of candy. This is because division is the process of partitioning a quantity into equal parts, so dividing 8 candies by the number of friends will give the pieces each friend will get.

Learn more about Division here:

brainly.com/question/2273245

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What is the measure of Zx?Angles are not necessarily drawn to scale.
L
20
M
41°
N

Answers

Answer:

x = 139º

Step-by-step explanation:

A line = 180º

180º - 41 º = 139º

300=400-350(3.2)^(-0.1x)

Answers

Answer:

x=-10\log_(3.2)(2)/(7)

Step-by-step explanation:

Given the equation 300=400-350\cdot (3.2)^(-0.1x)

First, subtract 400 from both sides of the equation:

300-400=400-350\cdot (3.2)^(-0.1x)-400\n \n-100=-350\cdot (3.2)^(-0.1x)

Multiply the eequation by -1:

100=350\cdot (3.2)^(-0.1x)

Divide it by 350:

(100)/(350)=(3.2)^(-0.1x)\n \n(2)/(7)=(3.2)^(-0.1x)

This equation is equivalent to the equation

\log_(3.2)(2)/(7)=\log_(3.2)(3.2)^(-0.1x)\n \n\log_(3.2)(2)/(7)=-0.1x

Multiply it by -10:

-10\log_(3.2)(2)/(7)=x

Hence,

x=-10\log_(3.2)(2)/(7)