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the number is always negative in both cases
yes it does
7+1=8 Eight, the sum of these two numbers, is a positive number. The only way these two specific numbers could combine to create a positive number would be if they were both negative, if seven was negative or if they were multiplied together and one was a negative number.
X * -1 = 4Multiply both sides by -1X = -4
The word is actually reciprocal. A number multiplied by it's reciprocal will always equal 1. If you have 46, and multiplied it by 1/46, you will get 1. They are both reciprocals of each other as well. If you multiplied 1/46 by 46, you'd get 1 again. If you have a number x, the reciprocal will always be 1/x.
9
You can do this by multiplying both the numerator and denominator by a common number. For example, six tenths is an equivalent fraction because the numerator and denominator were both multiplied by 2.
the number is always negative in both cases
yes it does
The answer is 1/4. you get this by dividing both the number two and eight by two. the biggest number that can go into both the two and eight is what you divide it by.
7+1=8 Eight, the sum of these two numbers, is a positive number. The only way these two specific numbers could combine to create a positive number would be if they were both negative, if seven was negative or if they were multiplied together and one was a negative number.
When an Inequality expression is multiplied (or divided) by a negative number then the Inequality sign is reversed. Example : -9x < 18 : -x < 2 : x > -2........as both sides have been multiplied by -1.
Let's call the number x.When x is multiplied by 10, it is 50 less than 650. We can write this as:10x+50 = 650Now that we have an equation, let's solve it.Firstly, subtract 50 from both sides10x = 600Then, divide both sides by 10x = 60The number 60 is 50 less than 650 when it is multiplied by 10.
Naturally its perimeter and area will increase accordingly
No, the only one that does is three. (1, 3, 7, 21)
The multiplicand is multiplied by the multiplier to obtain the product. They are both also known as factors.
The multiplicand is multiplied by the multiplier to obtain the product. They are both also known as factors.