The ancient Egyptians used a base 10 system, similar to the one we use today.

The ancient Egyptians used a method called doubling and halving, where they repeatedly doubled one number and halved the other until they reached the desired product.

The ancient Egyptians represented fractions using unit fractions, which are fractions with a numerator of 1 and a denominator greater than 1.

The Rhind Mathematical Papyrus is the most famous ancient Egyptian mathematical text and contains a collection of problems and solutions.

The Ahmes Papyrus contains a collection of practical problems related to everyday life, such as calculating the area of a field or the volume of a pyramid.

The ancient Egyptians were able to calculate the area of a circle using a formula that approximated pi as 3.16.

The cubit was the primary unit of length used by the ancient Egyptians and was approximately equal to the length of a forearm.

The ancient Egyptians studied various geometric shapes, including triangles, squares, circles, and spheres.

The arure was the primary unit of area used by the ancient Egyptians and was approximately equal to the area of a square with sides of 100 cubits.

The ancient Egyptians developed the concept of zero as a placeholder in their numerical system.

The hekat was the primary unit of volume used by the ancient Egyptians and was approximately equal to the volume of a cubic cubit.

The ancient Egyptians were able to find the volume of a pyramid using a formula that approximated the volume as one-third the product of the base area and the height.

The deben was the primary unit of mass used by the ancient Egyptians and was approximately equal to the mass of a grain of wheat.

The abacus was a mathematical tool used by the ancient Egyptians to perform arithmetic operations.

The hour was the primary unit of time used by the ancient Egyptians and was approximately equal to one hour.