Which of the following conditions must be met in order to make a statistical inference about a population based on a

1.)34°C=__°F 2.)94.6°F=__°C 3.)80°F=__°C 4.)42°C=__°F 5.)18°C=__°F

Leto [7]

Answer:

Answer:

Step-by-step explanation:

1.)93.2F

2.)34.78°C

3.)26.67°C

4.)107.6°F

5.)64.4°F

I hope it's helpful!

6 0

3 years ago

How do you solve 10 squared + 13 squared = c squared (Pythagorean theorem)

alina1380 [7]

$10^2 + 13^2 =c^2\\\\100 + 169=c^2\\\\269 = c^2\\\\\boxed{\bf{c=\sqrt{269}\approx 16.4}}$

5 0

3 years ago

When is it best to be treated for an sti? Health for edginuity

dlinn [17]

Some symptoms can be treated with antibiotics but the disease will not go away completely

4 0

3 years ago

Juan's monthly income is $3,600. Find his

Alla [95]

(b) The monthly savings of Juan is $200.

(a) The monthly saving of Juan is $900.

(c) The monthly saving of Juan is $3,600.

As we know that

Savings = Income - expenses

So based on the above formula, the monthly savings in each case is as follows:

(b)

Monthly saving is

= $3,600 - $3,400

= $200

(a)

Monthly saving is

= $3,600 - $2,500

= $900

(c)

Monthly saving is

= $3,600 - $0

= $3,600

Here we assume the x be zero.

Therefore we can conclude that

(b) The monthly savings of Juan is $200.

(a) The monthly saving of Juan is $900.

(c) The monthly saving of Juan is $3,600.

Learn more: brainly.com/question/18051939

6 0

3 years ago

Rami bought a house on 1st January 2015. In2015 the house increased in value by 15%. In 2016 the house decreased in value by 8%.

shepuryov [24]

Answer:

The value of the house on 1st January 2015 was of $650,000.

Step-by-step explanation:

Decimal multipliers:

For a increase of a%, the decimal multiplier is given by $\frac{100+a}{100}$

For a decrease of a%, the decimal multiplier is given by $\frac{100-a}{100}$

Rami bought a house on 1st January 2015.

For a value of x.

In 2015 the house increased in value by 15%.

This means that x is multiplied by $\frac{100+15}{100} = \frac{115}{100} = 1.15$

In 2016 the house decreased in value by 8%.

This means that 1.15 times x is multiplied by $\frac{100-8}{100} = \frac{92}{100} = 0.92$

On 1st January 2017 the value of the house was $687700.

The value of these multiplications is 687700.

What was the value of the house on 1st January 2015?

This is x, so:

$x*1.15*0.92 = 687700$

$x = \frac{687700}{1.15*0.92}$

$x = 650000$

The value of the house on 1st January 2015 was of $650,000.

7 0

3 years ago