# Algebra Puzzles

ABCD × E = DCBA (Replace letters with digits and have the answer be true. A,B,C,D... Try Puzzle >>

Solve this: ALFA + BETA + GAMA = DELTA Replace letters with digits and have the sum... Try Puzzle >>

Solve the following (each letter represents a particular digit 0 to 9): ABC + DEF = GHIJ Try Puzzle >>

Solve the following (each letter is a digit): ABCDEF × 3 = BCDEFA Try Puzzle >>

Solve the following (each letter represents a particular digit): ABCD × D = DCBA Try Puzzle >>

Solve the following (each letter is a different digit): ABC × DEF = 123456, if A =... Try Puzzle >>

Solve the following (each letter is a different digit): CAT = (C + A + T) × C ×... Try Puzzle >>

Solve the following (each letter is a digit): COW × COW = DEDCOW Try Puzzle >>

Solve the following (each letter is a separate digit): (L+O+G+I+C)

^{3}= LOGIC Try Puzzle >>Solve the following (each letter is a separate digit): SEND + MORE = MONEY Try Puzzle >>

There are 2 trees in a garden (tree "A" and "B") and on the both trees... Try Puzzle >>

CHOO + CHOO ------ TRAIN(Replace letters with digits and have the sum be... Try Puzzle >>

RE + MI = FA DO + SI = MI LA + SI = SOL (Replace letters with digits and have the sums... Try Puzzle >>

Given that: 1 bottle of drink + 1 bottle of drink + 1 bottle of drink = 30 1 bottle of drink... Try Puzzle >>

Remember the film? Well this puzzle has got nothing to do with it. On the planet Glogg,... Try Puzzle >>

I have decided to write a deeply moving piece of poetry for you. First of all: Farmer Factor... Try Puzzle >>

5 years ago Kate was 5 times as old as her Son. In 5 years her age will be 8 less than... Try Puzzle >>

Replace letters with digits and have this sum be true:

KAYAK KAYAK KAYAK KAYAK KAYAK KAYAK ----- SPORTTry Puzzle >>

MOST +MOST ----- TOKYO(Replace letters with digits and have the sum be true.) Try Puzzle >>

About 2000 years BC there lived Ahmes, a royal secretary and mathematician of the Pharaoh Amenemhat... Try Puzzle >>

Hungry Horace likes to save money whenever he can (so that he's got plenty left to buy... Try Puzzle >>