Which is bigger half of 40 or one fourth of 20

Answers

Answer 1

Answer:
Half of 40 = 0.5 x 40 = 20 .

One fourth of 20 is smaller than 20.
You don't even have to calculate it.

Answer 2

Answer: half of 40 is bigger than one fourth of 20

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How would you solve 7 - 3y = 22

Answers

7-3y=22 -7 -7 -3y=15 Divide by -3. y=-5

22+-7=15 3y = 15 then
Divide each side by '3'. y = 5
Simplifying y = 5
so your answer is going to be 5

What is the answer to 5x-7y=14

Answers

$5x-7y=14 \n \n7y = 5x-14 \ \: 7 \n \ny=(5)/(7)x -(14)/(7) \n \ny=(5)/(7)x -2$

$Linear \ functions \ Where \ : \ny=mx + b \nx,y \ \ \ are \ the \ coordinates \ of \ any \ point \ on \ the \ line \nm \ \ \ \ is \ the \ slope \ of \ the \ line \n b \ \ \ \ is \ the \ y-intercept \ (where \ the \ line \ crosses \ the \ y-axis) \n \nm=(5)/(7)$

$x-intercept is : \ \ y=0 \n \n0=(5)/(7)x -2 \n \n(5)/(7)x =2 \ \ \cdot /((7)/(5)) \n \n x=(14)/(5) \n \n((14)/(5),0)\n \ny-intercept is : \ \ x=0 \n\ny=(5)/(7) \cdot 0 -2\n \n y=-2 \n \n(-2,0)$

Albert is organizing an end of term party. The cost of renting a hall for an evening is $100. The cost of food is $8 per person. How much will the party cost if 20 people attend? 50 people attend? Write an algebraic expression for the cost of the party if n people attend. Suppose Albert decides to hire a DJ for the party. The DJ charges $250 for the evening. What is the new cost of the party when n people attend? Suppose the cost of food increases by $2 per person. Write an expression for the total cost of the party with a DJ for n people. The new food price is in effect. How much will the party with a DJ cost for 40 people? Show your work.

Answers

Algebraic expression: 100+8n=x
cost if 20 people attend: 100+8*20 = 100+160
cost if 50 people attend: 100+8*50 = 100+400
New cost of the party when 'n' people attend:100+250+8n=x
Cost for party with 40 people and dj:100+250+n(8+2)=x

What is 4L 710mL - 2L 690 mL