Home Mathematics A geometric sequence has the following terms: a3=75 and a5=3. What is the value of a2? A geometric sequence has the following terms: a3=75 and a5=3. What is the value of a2?Mathematics Taylorbohr6823October 22, 20214 CommentsA geometric sequence has the following terms: a3=75 and a5=3. What is the value of a2?
[tex]\frac{-15.66}{5.8} =-2.7[/tex]step-by-step explanation:divide, then simplify your answer.1. make -15.66 ÷ 5.8 a fraction. then divide.2. simplify. [tex]\frac{-27}{10} =2.70000[/tex]3. final answer. [tex]\frac{-15.66}{5.8} =-2.7[/tex]Reply
Gotta be d the music of previous eras
a) 7x=7
step-by-step explanation:
[tex]\frac{-15.66}{5.8} =-2.7[/tex]
step-by-step explanation:
divide, then simplify your answer.
1. make -15.66 ÷ 5.8 a fraction. then divide.
2. simplify. [tex]\frac{-27}{10} =2.70000[/tex]
3. final answer. [tex]\frac{-15.66}{5.8} =-2.7[/tex]
Answer might be d.i think