What is 1800 in its corresponding exponential form
1 answer:
The formula for exponential form is:
e^x = y
Where, y in this case is 1800, e is exponential, and we are to find e^x.
e^x = 1800
To find for x, we have to multiply both sides with the natural log, ln.
ln (e^x) = ln (1800)
x ln e = ln (1800)
<span>ln e = 1 and by using the calculator,</span>
x = 7.496 = 7.5
<span>Therefore the exponential form of 1800 is e^7.5</span>
<span>ANSWER: </span>
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Answer:
C) 960
Step-by-step explanation:
Let's expand the factorial.
n! = 1*2*3*4*...n
6! = 1*2*3*4*5*6
3!= 1*2*3
The given expression
=
Canceling out the common terms, we get
=
= 8.4.5.6 [here . represents multiplication]
= 960
Answer: C) 960
Thank you.