#Can someone pls help me solve this question pls
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<@&1309522179368419349> i don't know where to start
What does it mean for a number to end in two zeroes?
Mod 100
Congruent to 0
So then you want 7^a + 7^b + 7^c + 7^d == 0 (mod 100).
Now, what are the possible values of a digit?
{1,2,...,9}
Almost.
0
So then just check what those powers of 7 are mod 100
It's not actually that bad.
kk
how long is halfway
...how long is... halfway through... 0-9...
Ping me.
...which "proof q"?
There are fourteen rectangular tiles with sides of length 3 and 4 and one square tile with sides of length 1 to tile a square floor which is 13 by 13. (a) Show that this is possible if the 3 by 4 tiles are cut into two 3-4-5 triangles. (b) Prove that this is impossible without cutting any tiles.
New problem, new thread.
Let's finish this one first.
👍
What do you see?
Right.
wait
can the exponenets be a negative value?
...can you have a number with a negative digit?
Is division defined in modular arithmetic?
wait nvm what am i talking abt 😭
Look at your list of four possible values.
now we need to find the combinations of four numbers from 1,7,49,43 that are divisible by 100
@patent parcel
...which, if you take a second to look at them, is easier than you think.
I got 36
I’ve found them
I just looked at their last digits
...in particular, they come in pairs that sum to 50.
@hybrid cloak
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