Describe the correct way to find the sum of p and q if p= -5/9 and q= -2/9
To find the sum of p and q, you need to add the two fractions together.
p = -5/9 and q = -2/9.
When adding fractions, you need to have a common denominator. In this case, the denominators are already the same, so you can simply add the numerators:
(-5 + -2) / 9 = -7 / 9.
Therefore, the sum of p and q is -7/9.
To find the sum of p and q, you can follow these steps:
Step 1: Write down the given values of p and q.
p = -5/9
q = -2/9
Step 2: Add the two fractions.
-5/9 + -2/9 = (-5 - 2)/9
Step 3: Simplify the numerator of the fraction.
-5 - 2 = -7
Step 4: Write down the simplified fraction.
-7/9
Therefore, the sum of p and q is -7/9.
To find the sum of p and q, you need to add their values together.
Given that p = -5/9 and q = -2/9, you can add the numerators and keep the same denominator to find the sum.
Here are the steps to find the sum:
1. Start by writing down the values of p and q: p = -5/9 and q = -2/9.
2. Add the numerators of p and q, while keeping the denominator the same: (-5) + (-2) = -7.
3. Write down the sum, which is -7, over the common denominator, which is 9: -7/9.
Therefore, the sum of p and q is -7/9.