Explain: The number √49 is _______________
because
11 answers
The number √49 is equal to 7. This is because the square root (√) of a number is the value that, when multiplied by itself, equals the given number. In this case, when 7 is multiplied by itself, it results in 49.
Determine if √95 is rational or
irrational.
O. irrational
P. rational
Q. neither
irrational.
O. irrational
P. rational
Q. neither
The number √95 is irrational. This is because the square root of 95 cannot be expressed as a fraction or ratio of two integers. It is a non-repeating and non-terminating decimal.
Explain: The number √95 is _______________
because
because
The number √95 is irrational because it cannot be expressed as a fraction or a ratio of two integers. When we take the square root of 95, we find that it is a non-repeating and non-terminating decimal, meaning that the digits after the decimal point continue indefinitely without a pattern. Therefore, √95 cannot be represented as a rational number.
Using a number line, what whole
number and rational number to the
nearest half is √12 between?
T. 3.5 and 4
U. 3 and 3.5
V. 2.5 and 3
number and rational number to the
nearest half is √12 between?
T. 3.5 and 4
U. 3 and 3.5
V. 2.5 and 3
To determine which whole number and rational number to the nearest half √12 is between, we can use a number line.
First, let's find the whole number: √12 is approximately equal to 3.46. The closest whole number to 3.46 is 3.
Next, let's find the rational number to the nearest half: √12 is closer to 3.5 than it is to 3. The closest rational number to 3.5 is also 3.5.
Therefore, √12 is between 3 and 3.5, so the correct option is U. 3 and 3.5.
First, let's find the whole number: √12 is approximately equal to 3.46. The closest whole number to 3.46 is 3.
Next, let's find the rational number to the nearest half: √12 is closer to 3.5 than it is to 3. The closest rational number to 3.5 is also 3.5.
Therefore, √12 is between 3 and 3.5, so the correct option is U. 3 and 3.5.
Convert 0.5 to a fraction.
F. 1
2
G. 1
5
H. 5
9
F. 1
2
G. 1
5
H. 5
9
To convert 0.5 to a fraction, we can see that it is already in decimal form.
However, the number 0.5 can be expressed as 1/2.
Therefore, the correct fraction representation of 0.5 is F. 1/2.
However, the number 0.5 can be expressed as 1/2.
Therefore, the correct fraction representation of 0.5 is F. 1/2.
Explain: The number 0.5 can be written as
a fraction because
a fraction because
The number 0.5 can be written as a fraction because it represents a part of a whole. In decimal form, 0.5 means "half" or "one divided by two".
When we write it as a fraction, we express it as 1/2, which means one part out of two equal parts. The numerator 1 indicates that there is one part, and the denominator 2 indicates that the whole is divided into two equal parts.
In fraction form, 0.5 can be easily recognized and understood as a representation of one-half of something.
When we write it as a fraction, we express it as 1/2, which means one part out of two equal parts. The numerator 1 indicates that there is one part, and the denominator 2 indicates that the whole is divided into two equal parts.
In fraction form, 0.5 can be easily recognized and understood as a representation of one-half of something.
3 answers