Brahmagupta Ppt

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• Born in the city of Bhinmal , which is presently known as North West

Rajasthan…

• Born in 598, passed away in the mid to late 600’s.

• Known as the “Father Of Zero.”

• Accredited to inventing the concept of zero. Brahmagupta describes about

Zero as one of the numerals which stood for meaning nothing.

• Not only was he a mathematician, he was the leader of astronomical research in ancient India.

• A debt minus zero is a debt.

• A fortune minus zero is a fortune.

• Zero minus zero is a zero.

• A debt subtracted from zero is a fortune.

• A fortune subtracted from zero is a debt.

• The product of zero multiplied by a debt or fortune is zero.

• The product of zero multiplied by zero is zero.

• The product or quotient of two fortunes is one fortune.

• The product or quotient of two debts is one fortune.

• The product or quotient of a debt and a fortune is a debt.

• The product or quotient of a fortune and a debt is a debt.

• In his theorem he explains different uses of the concept of zero. Which he uses debt and fortunes, what we recall today negative and positive numbers.

• For example a debt minus a zero is a debt, in other words a negative number subtracted from a zero, the result will be a negative.

• The number zero, multiplied or divided by a negative or positive number, will give you a zero as an result.

• Brahmagupta’s concept of zero, was not all the way complete.

• How is that?

• He stated that anything divided or multiplied by zero will equal zero.

• Not until five hundred years later, Bhaskara II proved

Brahmagupta wrong.

• Bhaskara II said that anything divided by the number zero will not equal to zero but infinity instead.

• Not only did Brahmagupta invent the concept of zero, he also studied quadratic equations..

• For instance, (x2+6x-8=0). This equation could have two possible solutions, one as a negative number and the other result as a positive number.

• In mathematics today, we use the concept of the quadratic equation in our everyday math lives. Classes such as Pre-

Calculus, Algebra, and high level calculus courses all use this formula.

• And as for the concept of zero. It helps us define the absence of existence in our everyday lives.

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