What is the reciprocal of –5?
@SolomonZelman
-1/5
I think it would be -1/5
i got it first
oohooh pick me!
yes great job you are both correct :}
Explain your answer...
sat ill give you medal xD
under every number is a invisible 1 for fractions and whole number math
in a multiplication or division question the whole number would be reciprocoled makeing it 1 over the whole number
thankss
no probs
remember any reciprocol is just the whole number under 1
uness its a mixed fraction
Yeah
The reciprocal of \(\large\color{royalblue}{ \rm \frac{1}{3} }\) ? \(\large\color{royalblue}{ \rm \frac{1}{3}\times b=1 }\) (multiply both sides times 3, and you get) \(\large\color{royalblue}{ \rm b=3 }\) so the reciprocal of \(\large\color{royalblue}{ \rm \frac{1}{3} }\), is \(\large\color{royalblue}{ \rm 3 }\) . ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ The reciprocal of \(\large\color{royalblue}{ \rm -\frac{1}{8} }\) ? \(\large\color{royalblue}{ \rm -\frac{1}{8}\times b=1 }\) (multiply both sides times -8, and you get) \(\large\color{royalblue}{ \rm b=-8 }\) so the reciprocal of \(\large\color{royalblue}{ \rm \frac{1}{3} }\), is \(\large\color{royalblue}{ \rm 3 }\) . ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ The reciprocal of \(\large\color{royalblue}{ \rm 4 }\) ? \(\large\color{royalblue}{ \rm 4\times b=1 }\) (divide both sides by 4, and you get) \(\large\color{royalblue}{ \rm \frac{1}{4}}\) so the reciprocal of \(\large\color{royalblue}{ \rm 4 }\), is \(\large\color{royalblue}{ \rm \frac{1}{4}}\) . ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ The reciprocal of \(\large\color{royalblue}{ \rm -5 }\) ? \(\large\color{royalblue}{ \rm -5\times b=1 }\) (divide both sides by -5, and you get) \(\large\color{royalblue}{ \rm -\frac{1}{5}}\) so the reciprocal of \(\large\color{royalblue}{ \rm -5 }\), is \(\large\color{royalblue}{ \rm -\frac{1}{5}}\) . ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
These are just some examples.
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