Which of the following is the product of 7/8 and multiplicative identity of -4/21
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what do you mean by"following"??
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The properties of multiplication on whole numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number.
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number. In other words, if we multiply two whole numbers, we get a whole number.
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number. In other words, if we multiply two whole numbers, we get a whole number.Verification:
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number. In other words, if we multiply two whole numbers, we get a whole number.Verification:In order to verify this property, let us take a few pairs of whole numbers and multiply them;
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number. In other words, if we multiply two whole numbers, we get a whole number.Verification:In order to verify this property, let us take a few pairs of whole numbers and multiply them;For example:
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number. In other words, if we multiply two whole numbers, we get a whole number.Verification:In order to verify this property, let us take a few pairs of whole numbers and multiply them;For example:(i) 8 × 9 = 72
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number. In other words, if we multiply two whole numbers, we get a whole number.Verification:In order to verify this property, let us take a few pairs of whole numbers and multiply them;For example:(i) 8 × 9 = 72(ii) 0 × 16 = 0
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number. In other words, if we multiply two whole numbers, we get a whole number.Verification:In order to verify this property, let us take a few pairs of whole numbers and multiply them;For example:(i) 8 × 9 = 72(ii) 0 × 16 = 0(iii) 11 × 15 = 165
numbers are discussed below; these properties will help us in finding the product of even very large numbers conveniently.Closure Property:If a and b are two numbers, then their product a × b is also a whole number. In other words, if we multiply two whole numbers, we get a whole number.Verification:In order to verify this property, let us take a few pairs of whole numbers and multiply them;For example:(i) 8 × 9 = 72(ii) 0 × 16 = 0(iii) 11 × 15 = 165(iv) 20 × 1 = 20
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