+0

# 132^28 / 19, what is the remainder

+3
628
2

Jul 11, 2014

#1
+28029
+8

You can use the mod function on the calculator here.

$$\left({{\mathtt{132}}}^{{\mathtt{28}}}\right) {mod} \left({\mathtt{19}}\right) = {\mathtt{1}}$$

NB You have to enter it in the form mod(13228,19)

Jul 11, 2014

#1
+28029
+8

You can use the mod function on the calculator here.

$$\left({{\mathtt{132}}}^{{\mathtt{28}}}\right) {mod} \left({\mathtt{19}}\right) = {\mathtt{1}}$$

NB You have to enter it in the form mod(13228,19)

Alan Jul 11, 2014
#2
+8257
0

132^28=237722382265702195720783579409029536921429931073958026674176

237722382265702195720783579409029536921429931073958026674176/19=

12511704329773799774778083126791028259022627951260948772325.0526315789473684

Jul 11, 2014