Let q(t) = 29t and r(t) = StartFraction t Over 29 EndFraction. Which method could be the first step in proving that q(t) and r(t
2 answers:
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Because the denominators are same, you can just add the numerators.
Answer:
The equation representing the number of purses Ceirra has is .
Ceirra has <u>9</u> purses in her collection.
Step-by-step explanation:
Given,
Cierra has three more than 1/2 as many purses as Asia.
Solution,
Let the number of purses Cierra has be 'c'.
And also the number of purses Asia has be 'a'.
Now according to question, Cierra has 3 more than 1/2 purses as Asia has.
Framing in equation form, we get;
Hence The equation representing the number of purses Ceirra has is .
Now we solve the equation;
Since Asia has 12 purses.
So we substitute the value of 'a', and get;
Hence Ceirra has <u>9</u> purses in her collection.