YALL BETTER ANSWER THIS PLSSSSSSSSSSS
YALL BETTER ANSWER THIS PLSSSSSSSSSSS - 1

Answers

Answer 1
Answer:

Answer:

= 3/16(0.1875)

Step-by-step explanation:

explanation in the image.

Answer 2
Answer:

Answer:

Step-by-step explanation:

Take out lignes

-1/4x-3/7

= -7/12


Related Questions

PLZ HELP URGENT!!!!!!!!!f(x) = -3x2 + 2x - 7f(-1) = A) -12 B) -8 C) -6 D) 0
How much money do college professors earn yearly ?
Write in standard form (x^2 + 3x -1) + (7x-4)
7x+2y=11-2x+3y=29How do you solve this problem?
Increase 28 by 7 percent

Caridad borrowed $15,500 at 11% ordinary interest for 120 days. After 70 days, she made a partial payment of $3,000. What is the final amount due on the loan? (Round to the nearest cent)

Answers

15 500 at 11% ordinary interest for 120 days.
=> 120 days = approximately 4 months.
=> 15 500 * .11 = 1705 dollars interest
=> 15 500 + 1750 = 17 205 dollars 
=> 
17 205 dollars  - 3000 dollars after 70 days = 14 205 dollars is the amount due

Help pls. it’s from khan academy

Answers

ANSWER: 7/6

step 1: Simplify both sides of the equation.
step 2:Subtract 2/3 from both sides.
step 3: Multiply both sides by 7/(-1).

x + 4.5 = 6.15
Solve For X.


Answers

ANSWER: I think it’s x= 1.10
The answer x = 1.65 hope this helps

PLEASE HELP!!!!!!!! A cardboard box is 32 centimeters long, 15 centimeters wide, and 6 centimeters tall. The box does not have a top. How much cardboard was used to make the box?

Answers

Answer:

  • 1044 cm²

Step-by-step explanation:

Since the box doesn't have the top, the total surface area includes 4 sides and the bottom.

  • S = 32(15) + 2(32 + 15)(6) = 1044 cm²

Cardboard used is 1044 cm²

ProblemHudson (3 feet tall) is on the beach flying a kite. His angle of elevation looking up to the kite is 40°. The kite
string is 125 ft long. How high is the kite off the ground?
Solution:
We are given the reference angle of 40° and the hypotenuse (125 ft) and asked to find the opposite side, how
high the kite is from the ground. We need to use the sine ratio. Let's set up our ratio first.
Sin
40
= x/ 125
Solve for a rounding to the nearest tenth.
2=
3
This represents the height of the kite from Hudson. In order to find the height of the kite, we must add the
Hudson's height (3 ft).
So, the kite is 6
ft. above the ground.
Check

The answers are not 80 and 83. I have tried that.

Answers

The kite is approximately 83.35 feet above ground.

What are trigonometric identities?

Trigonometric identities are the functions that include trigonometric functions such as sine, cosine, tangents, secant, and, cot.

To solve for height h, we will use sine as sine related opposite side of a right triangle with hypotenuse.

Sin = opposite side / hypotenuse

Sin 40 = x/ 125

x = Sin 40 (125)

x = 125 (0.642)

x = 80.3

In order to find the height of kite off the ground, wewill add the height of Hudson to 80.35 feet as well as he is flying the kite.

80.3 + 3 = 83.3 ft tall

Hence, the kite is approximately 83.35 feet above ground.

Learn more about trigonometric;

brainly.com/question/21286835

#SPJ2

Answer:

83.3 ft tall

Step-by-step explanation:

sin(40) = (x)/(125) \nx = 125 * sin(40)\nx = 80.34845

Round to 80.3 and add Hudson's height

80.3 + 3 = 83.3ft tall

20. There are 15 members of the show choir. In how many ways can you arrange 4 members in the front row when order does not matter?

Answers

The first chair can be any  one of the 15.
   For each of those ...
The second chair can be any one of the remaining 14.
      For each of those ...
The third chair can be any one of the remaining 13.
   For each of those ...
The fourth chair can be any one of the remaining 12.

Number of ways to fill the 4 chairs = (15 x 14 x 13 x 12) = 32,760 .

But ...

Each set of 4 people can be seated in (4 x 3 x 2 x 1) = 24 orders.
So each group of 4 people is represented 24 times among the 32,760.

If the order doesn't matter, you're really asking how many different
groups of 4 people can occupy the front row.

That's        (32,760) / (24) = 1,365 sets of 4 members, in any order.
Say that the front four people's names are John, Kathy, Mia, and Alex, in that order. You can arrange them as follows.

John, Kathy, Alex, Mia
John, Alex, Kathy, Mia
John, Alex, Mia, Kathy
John, Mia, Alex, Kathy
John, Mia, Kathy, Alex
Alex, John, Kathy, Mia
Alex, John, Mia, Kathy
There are many more, but my guess would be 16 combinations. Test for yourself if you don't think thats right!