S-G is the expression in terms of G and S
<h3>What is the expression in terms of G and S?</h3>
Given: log_b 4 = G, log_b9 = S and log_b 9/4
To write log_b 9/4 in terms of G and S, we need to understand logarithm division rule, which states that:
When you divide two values with the same base is to subtract the exponents. Simply, the rule for division is to subtract the logarithms i.e.
logₓ (a/c) = logₓa - logₓc
Thus, log_b (9/4) = log_b 9 - log_b 4 = S - G
(Note: log_b 4 = G and log_b9= S)
Therefore, the expression log_b (9/4) in terms of G and S is S-G
Learn more about logarithm rules on:
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Answer:
(b² + 1) (b - 1)
Step-by-step explanation:
= b³ - b² + b - 1
= b² (b - 1) + 1(b - 1)
= (b² + 1) (b - 1)
Answer:
1. 6x = 18 (Divide by six on both sides
2. 
(the6 on the right side cancels out, you are left with 18/6)
3. x = 3
Step-by-step explanation:
That person is really smart good job
Answer:
;;6
Step-by-step explanation:
56 5
