What is an equivalent fraction for 1/3

Answers

Answer 1

Answer: 2/6, 3/9, etc..... I also suggest multiplying the top and bottom number by a common factor.

Answer 2

Answer: It is 67/36 bc if u do that by the main number it's 67/36

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Chase collects $27.34 for a fundraiser Sydney collects$9.83 more than Chase ally collects 4times as much as Sydney. how much does ally collects. please explain by step by step guide me to

Answers

So Chase has $27.34.
You add $27.34 to $9.83. (Which is $37.17).
That will give you the amount of how much Sydney has.
To find how much Ally has you times $37.17 by 4.
Basically, you are doing $37.17 + $37.17 + $37.17 + $37.17.
When you have finished adding them you will get the answer.
So the answer is $148.68

Chase collects $27.34 and Sydney got $9.83 more. So you add $27.34 and 9.83 given Sydney a total of $37.17. Therefore if Ally collected 4 times more than Sydney you will multiply $37.17 by 4 given Ally a total of $148.68

How do you solve this?

Answers

$Solve\ x^4-13x^2=-36.$

View this equation as a quadratic like so:
$x^2(x^2)-13x(x)+36=0$

We can factor just like a normal quadartic!
We want two numbers that multiply to 36x² and add to -13x.
These numbers are -9x and -4x.
Because our leading coefficient is 1, we can factor straight to (x²-4)(x²-9).
Here's what it would look like if we split the middle and factored:
$x^4-9x^2-4x^2+36=0\nx^2(x^2-9)-4(x^2-9)=0\n(x^2-4)(x^2-9)=0$

Of course, any value which causes either factor to equal zero is a solution.
The other factor times zero is still going to be zero, of course.
Let's derive these two possibilities from our equation.
$x^2-4=0,\ or\ x^2-9=0$
We can add that constant to the right side...
$x^2=4,\ or\ x^2=9$
And take the square root of each side.
$\boxed{x=\pm2\ or\ \pm3}$

So, your possible x values are
2, -2, 3, and -3.

x⁴-13x²+36
(x²-4)(x²-9)

x²=4. | x²=9
x=√4. |x=√9
x=2. |x=3

27x³-8=0
x³=8/27
x=2/3

...

-------------------

What is m∠A ?Enter your answer in the box.

EDIT-- for those in the future i just took the test and the answer was 118 degrees

Answers

Sum of all three side of a triangle = 180

x + (3x +13) + (x - 8) = 180
x + 3x + 13 + x - 8 = 180
5x + 5 = 180
5x = 180 - 5
5x = 175
x = 175/5
x = 35

Angle A:
3x + 13
3(35) + 13
105 + 13
118

Answer: Angle A = 118 (Answer matched)

//Hope this helps

m∠A = 118 degrees (Angle ∠A is 118 degrees when you substitute x = 35 into the expression (3x + 13)).

In this problem, we are given three angles of a triangle: ∠A, ∠B, and ∠C, expressed in terms of the variable x. We need to find the measure of angle ∠A.

1. Start with the given information:

- ∠A = (3x + 13) degrees

- ∠B = (x - 8) degrees

- ∠C = x degrees

2. We know that the sum of the angles in any triangle is always 180 degrees. So, we can write an equation based on this fact:

∠A + ∠B + ∠C = 180

3. Substitute the expressions for each angle:

(3x + 13) + (x - 8) + x = 180

4. Now, simplify and solve for x:

3x + 13 + x - 8 + x = 180

Combine like terms:

5x + 5 = 180

Subtract 5 from both sides to isolate 5x:

5x = 180 - 5

5x = 175

Divide by 5 to find the value of x:

x = 35

5. Now that we've found the value of x, we can find the measure of ∠A by substituting x back into the expression for ∠A:

∠A = (3x + 13)

∠A = (3 * 35 + 13)

∠A = 105 + 13

∠A = 118 degrees

So, the measure of angle ∠A is 118 degrees.

To know more about Angle here

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What is
A= 3000(1+.036/12)^72
Algebra 2 compound interest

Answers

First we need to simplify $(.036)/(12)$ to 0.003.

We get 3000(1+0.003) $^(72)$

Now we simplify 1+0.0031+0.003 to 1.0031.003.

3000×1.00 $3^(72)$

Simplify {1.003}^{72}1.003 to 1.2407011.240701.

3000×1.240701

Then we simplify to 3722.103387.

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I need help with This question please

Answers

Answer:

(3+4)^2 - 9

Step-by-step explanation:

Rhett made mini waffle cones for a birthday party. Each waffle cone was 3.5 inches high and had a radius of 0.8 inches . what is the volume of each cone to the nearest hundredth?

Answers

v=(1/3)(h)pi(r^2)
h=3.5
r=0.8
v=(1/3)3.5pi0.8^2
v=(1/3)3.5pi0.64
v=1/3pi2.24
v=(2.24/3)pi
aproxpi=3.14
v=(2.24/3)3.14
v=2.34453333333333
hundreth
2.34 in^3

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