Opalg
Gold Member
MHB
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A comment by MarkFL in a https://mathhelpboards.com/pre-algebra-algebra-2/how-many-times-do-i-have-increase-3-a-24655.html#post110181 includes this formula:
$$n=\left\lceil\frac{\ln\left(\dfrac{50}{3}\right)}{\ln(1.03)}\right\rceil$$
On my browser, that formula displays in a strange way:
https://www.physicsforums.com/attachments/8304._xfImport
Is that a quirk of my browser, or do other people get the same unbalanced delimiters?
If I replace the ceiling delimiters by brackets then the problem goes away, like this:
$$n=\left[\frac{\ln\left(\dfrac{50}{3}\right)}{\ln(1.03)}\right]$$
An alternative solution (which looks much neater to me) is not to insist that the inner fraction should be in displaystyle:
$$n=\left\lceil\frac{\ln\left(\frac{50}{3}\right)}{\ln(1.03)}\right\rceil$$
$$n=\left\lceil\frac{\ln\left(\dfrac{50}{3}\right)}{\ln(1.03)}\right\rceil$$
On my browser, that formula displays in a strange way:
https://www.physicsforums.com/attachments/8304._xfImport
Is that a quirk of my browser, or do other people get the same unbalanced delimiters?
If I replace the ceiling delimiters by brackets then the problem goes away, like this:
$$n=\left[\frac{\ln\left(\dfrac{50}{3}\right)}{\ln(1.03)}\right]$$
An alternative solution (which looks much neater to me) is not to insist that the inner fraction should be in displaystyle:
$$n=\left\lceil\frac{\ln\left(\frac{50}{3}\right)}{\ln(1.03)}\right\rceil$$