Subtract the fractions and simpilfy the answer 13/15 - 1/5
2 answers:
Equation: 
When adding or subtracting, you have to make sure they have a common denominator
So you have to multiply
by 
Since they both have the same denominator, you subtract
One thing to note is when subtracting, you DO NOT subtract the denominator, only the numerators
To reduce to the lowest terms, you need to find a common factor.
5 goes into 10 two times and goes into 15 three times
÷ 
÷ 
That leaves it with the fraction
Answer:
When adding or subtracting, you have to make sure they have a common denominator
So you have to multiply
Since they both have the same denominator, you subtract
One thing to note is when subtracting, you DO NOT subtract the denominator, only the numerators
To reduce to the lowest terms, you need to find a common factor.
5 goes into 10 two times and goes into 15 three times
That leaves it with the fraction
Answer:
You might be interested in
Answer:
A
Step-by-step explanation:
We know million has 6 zeros.
So, 1 million would be written as:
1,000,000
Similarly, 27 million would be written as:
27,000,000
We know writing a number in scientific notation would make this a decimal in 1 decimal place, so we would select "2.7" as the base of the scientific number.
Now, how many places to the right do we need to go (in 2.7) to make it 27,000,000?
Counting, we see: 7 places
So, power of 10 would be "7", thus we can write:
Answer choice A is right
It's choice C as the root overhead bar goes over all of (x-7) and not just the x. So you have the correct answer.
f(x) = x^4+7
y = x^4+7
x = y^4+7
y^4 = x-7
y = FourthRoot(x-7)
![y = \sqrt[4]{x-7}](https://tex.z-dn.net/?f=y%20%3D%20%5Csqrt%5B4%5D%7Bx-7%7D)
f(x) = x^4+7
y = x^4+7
x = y^4+7
y^4 = x-7
y = FourthRoot(x-7)