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(i) If,, have a directional derivative at in the direction, then has also a directional derivative at in the direction.
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(i) If has the -property, one has from the triangle inequality for distances (2.11) .
If I am, I have company.
Will I die if I have some?
But I will if I have to.
I will if I have to though.
I wonder if I have broken Cordelia's ribs.
What should I do if I have high fees?
where, (i.e., if has a maximum ) and (i.e., if has a minimum ).
I feel as if I have no other choice.
Can I get help if I have a learning disability?
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com