A particular frozen yogurt has 75 cal in 2 ounces how many calories are in 8 ounces of the yogurt

Answers

Answer 1
Answer:

Total number of calories in 8 ounce yogurt is 300 calories.

Given that;

Total number of calories in 2 ounce yogurt = 75 calories

Find:

Total number of calories in 8 ounce yogurt

Computation:

Total number of calories in 8 ounce yogurt = 75[8/2]

Total number of calories in 8 ounce yogurt = 75[4]

Total number of calories in 8 ounce yogurt  = 300 calories

Learn more:

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Answer 2
Answer: Just divide 8 by 2 and you'll get 4
Each container is 2 ounces so do 75 times 4 and you'll get 300 calories

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Use synthetic division to solve (x^4 – 1) ÷ (x – 1). What is the quotienta. x^3-x^2+x-1
b. x^3
c.x^3+x^2+x+1
d. x^3-2

Answers

Answer:

Option C.

Step-by-step explanation:

We have to solve (x^(4)-1 )/(x-1) by synthetic division and tell the quotient.

First we will write the numerator in the standard form as ax^(4)+bx^(3)+cx^(2)+dx+e

Which will become as 1.x^(4)+0.x^(3)+0.x^(2)+0.x^(1)-1

Since denominator of the fraction is (x -1) therefore we take x = 1 as zero root.

Now we form the synthetic form as below

          1        0      0    0      -1

1          1        1       1      1      0

          x³      x²      x    

Here coefficient of x³ is 1, for x² is 1, for x is 1, and constant term 1.

Now the fraction will come in the form of  

(x -1) + ((1.x^(3)+1.x^(2)+1.x+1))/((x - 1))

Therefore quotient will be x^(3)+x^(2)+x+1

Option C. is the answer

Hello,

x^4-1=(x²-1)(x²+1)=(x²+1)(x-1)(x+1)
==>(x^4-1)/(x-1)=(x²+1)(x+1)=x^3+x^2+x+1
Answer C

What’s the simplified version −32+|10+2|

Answers

✽ - - - - - - - - - - - - - - - ~Hello There!~ - - - - - - - - - - - - - - - ✽

\boxed{-20}

-32 + 10 + 2

= -22 + 2

= -20

➶ Hope This Helps You!

➶ Good Luck (:

➶ Have A Great Day ^-^

↬ May ♡

Answer:

20

Step by Step

Please help I don't know what it is ​

Answers

Answer:

2. is the correct one

Step-by-step explanation:

4x-3x^3+2

Answer:

-x^3-4x-2

step by step

Help me out pls!! 17p

Answers

So

13-___=6
So 13-6=___

6-___=-1
6-(-1)=___

-1-____=-8
-1-(-8)=___

Well 13-6= 6+1= -1+8= 7

An urn contains eight red and seven blue balls. A second urn contains an unknown number of red balls and nine blue balls. A ball is drawn from each urn at random, and the probability of getting two balls of the same color is 151/300. How many red balls are in the second urn?

Answers

Answer:11 red

Step-by-step explanation:

Given

Urn I contains 8 red and Seven Blue balls

Urn 2 also contains red and  9 blue balls

Probability of selecting two balls of same color=P\left ( both\ red\right )+P\left ( both\ blue\right )

P=(151)/(300)

Let Urn  2  contains n red balls

(151)/(300)=(8)/(15)* (n)/(n+9)+(7)/(15)* (9)/(n+9)

(8n+63)/(15* (n+9))=(151)/(300)

160n+1260=151n+1359

9n=99

n=11

So Urn 2 contains 11 red balls

Francine Flicka found a bargain when she bought a lawn mower. She paid the store's clerk three $20 bills and received him $7.45 in change. If the sales tax is 7.3%, what was the selling price of the mower before taxes? $56.39

$53.55

$52.55

$48.97

Answers

Answer:

  $48.97

Step-by-step explanation:

Let p represent the marked price of the mower. Then the price with tax is ...

  with tax = p + 7.3%×p = 1.073p

The amount Flicka paid is the amount tendered less the change she received, so is ...

  3×$20 - 7.45 = with tax = 1.073p

To find p, we can divide by its coefficient:

  (3 × $20 - 7.45)/1.073 = p ≈ $48.97

The selling price before taxes was $48.97.

_____

Comment on the problem

If you check the answer, you find the amount with tax is ...

  $48.97 × 1.073 ≈ $52.54481 ≈ $52.54

so the change Flicka would have received would have been $7.46, not $7.45. If the price were $48.98, then the change would have been $7.44. There is no price at which the mower can be marked that will make the total with tax come to $52.55. There is no solution to this problem.

Answer:

$48.97

Step-by-step explanation:

She paid three $20 bills

3 × 20 = $60

She received $7.45 change

60 - 7.45 = $52.55

The mower was for $52.55 with sales tax.

The sales tax is 7.3%.

Before the sales tax (reduce tax).

52.55 × (1-7.3%)

= $48.97