Provide an appropriate response.Explain the error in the following: log3 2 + log3 M = log3 (2 + M).
What will be an ideal response?
A sum of logarithms is not equal to a logarithm of a sum.
log3 2 + log3 M = log3 2M.
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State the number of significant digits and the implied precision of the given number.3.000505 minutes
A. 4 significant digits, precise to the nearest 0.000001 minute B. 7 significant digits, precise to the nearest 0.0001 minute C. 7 significant digits, precise to the nearest 0.000001 minute D. 4 significant digits, precise to the nearest 0.0001 minute
Find the derivative of y.y = 2t3 tanh 
A. 6t2 tanh 
- 4 sech2 
B. 6t2 tanh 
- 2 sech2 
C. 6t2 tanh 
- 4 sech 
D. 6t2 tanh 
+ 4 sech2 
Estimate. Then find the actual quotient.42.23 ÷ 10.3
A. Estimate: 4; Actual: 3.9 B. Estimate: 4; Actual: 4.1 C. Estimate: 0.40; Actual: 0.41 D. Estimate: 0.40; Actual: 0.39
Solve for the specified variable.5x + 
= 
for z
A. z = 
B. z = 
C. z = 
D. z = 