<span>4x(x) + 3(2x) and 4x2 + 6x => 4x^2 + 6x and 4x^2 + 6x
5(3x) - 4(3x) and 3x => 15x-12x=3x and 3x
4(3a) - 2(4a) and 4a2 => 12a-8a=4a and 4a^2
3(3a) + a(3a) and 3a2 + 9a => 9a+3a^2 and 9a + 3a^2
Can you spot the one which is different?
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If a pharmacist is filling small empty bottles with cough syrup from a larger bottle. The statement that describes the number of small bottles the pharmacist can fill is: A. The pharmacist can fill 30 bottles or fewer.
<h3>
Number of small bottles the pharmacist can fill</h3>
Given:
inequality=1,000-25x ≥250
Let x represent the number of small bottles
Hence:
1,000-25x ≥250
Collect like terms
1,000-250 ≥25x
750 ≥25x
Divide both side by 25x
x=750/25
x=≤30 bottles or fewer
Therefore If a pharmacist is filling small empty bottles with cough syrup from a larger bottle. The statement that describes the number of small bottles the pharmacist can fill is: A. The pharmacist can fill 30 bottles or fewer.
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Answer:
The first one: -1 1/4
Step-by-step explanation"
First step is to simplify the inside of the radical. There are x's on both top and bottom of the fraction. So we subtract their exponents. x³ - x¹ = x². Because the x³ was in the denominator and it was bigger, the x² goes on the bottom.
Your new equation is:
Now, I'd suggest factoring each term to correspond with the square root.
126y⁵ = 9 · 14 · y² · y² · y
32x² = 4 · 4 · 2 · x²
9, y², and y² can be square rooted in the numerator. 4, 4, and x² in the denominator. So we pull out their square roots and place them outside of the radical. The rest stays in the radical:
Simplify to get your final answer:
It's easier to explain on paper and in person than over computer text, sadly. Hopefully you can follow along with this.
