D/5=d+3/20
If you're going to post problems like this, at least make sure the variable is the same. Hint: D and d are not the same variable.
And also, you might want to express your fractions a little better. d/5 = (d+3)/20 Using parentheses helps to isolate the numerator from the denominator
You want people to interpret your proportion as \[\frac{d}{5} = \frac{d + 3}{20}\] and not \[\frac{d}{5} = d + \frac{3}{20}\]
Sorry. What would be the answer.
I cannot give you the answer. I can only lead you to the answer.
Can you lead a little bit more
In order to solve this proportion, you need to know the following 1. How to Cross Multiply 2. How to Use Distributive Property 3. How to Simplify 4. How to Isolate Variables Which of the following are you having trouble with?
d(20)=5(d+3) d(20)=5d+15 where do I go from here?
You don't need the parentheses on the left side after cross multiplication, so what you actually have is 20d = 5d + 15 Always put the number before the variable when multiplying a number with a variable.
Now, you'll need to put like terms on the same side of the equal sign Hint: 20d and 5d are like terms. I didn't think you would need help with basic algebra as well.
Is d=1?
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