solve the above limits......!!
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Write down the formula for finding the derivative using first principles *
g′(x)=limh→0g(x+h)−g(x)h *
Determine g(x+h) *
g(x)g(x+h)=2x−3=2(x+h)−3=2x+2h−3 *
Substitute into the formula and simplify
g′(x)=limh→02x+2h−3−(2x−3)h=limh→02hh=limh→02=2
Write the final answer *
The derivative g′(x)=2.
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