To evaluate the numerical expression 1 over 2 − (−3 over 4), we need to simplify and compute the values.
First, let's convert the fractions into a common denominator:
1 over 2 − (−3 over 4) = 4 over 8 − (−6 over 8)
Next, perform the subtraction:
= 4 over 8 + 6 over 8
= (4 + 6) over 8
= 10 over 8
Finally, simplify the fraction:
= (10 ÷ 2) over (8 ÷ 2)
= 5 over 4
Therefore, the numerical expression 1 over 2 − (−3 over 4) evaluates to 5 over 4.
Evaluate the numerical expression.
1 over 2 − (−3 over 4)
9 answers
Simplify.
7.829 − 3.21
7.829 − 3.21
To simplify the expression 7.829 − 3.21, you subtract the two numbers.
7.829 − 3.21 = 4.619
Therefore, the simplified expression is 4.619.
7.829 − 3.21 = 4.619
Therefore, the simplified expression is 4.619.
32 + (−72.1)
To simplify the expression 32 + (−72.1), you add the two numbers.
32 + (−72.1) = -40.1
Therefore, the simplified expression is -40.1.
32 + (−72.1) = -40.1
Therefore, the simplified expression is -40.1.
42.86 − 23.42
To simplify the expression 42.86 − 23.42, you subtract the two numbers.
42.86 − 23.42 = 19.44
Therefore, the simplified expression is 19.44.
42.86 − 23.42 = 19.44
Therefore, the simplified expression is 19.44.
Consider this expression:
1 over 4 − 0.5 + 1 over 2 − 0.25 + 3 over 5 + 0.4
You are asked to find the sum by using fractions. Which expression could you use?
1 over 4 − 0.5 + 1 over 2 − 0.25 + 3 over 5 + 0.4
You are asked to find the sum by using fractions. Which expression could you use?
To find the sum by using fractions, we can rewrite each decimal as a fraction and simplify the expression:
1 over 4 − 0.5 + 1 over 2 − 0.25 + 3 over 5 + 0.4
Converting the decimals to fractions:
1 over 4 − 1 over 2 + 1 over 2 − 1 over 4 + 3 over 5 + 2 over 5
Combining like terms:
(1 over 4 − 1 over 4) + (1 over 2 − 1 over 2) + (3 over 5 + 2 over 5)
Simplifying each set of fractions:
0 + 0 + 5 over 5
Finally, combining the fractions:
5 over 5
Therefore, the sum of the expression 1 over 4 − 0.5 + 1 over 2 − 0.25 + 3 over 5 + 0.4, using fractions, is 5 over 5.
1 over 4 − 0.5 + 1 over 2 − 0.25 + 3 over 5 + 0.4
Converting the decimals to fractions:
1 over 4 − 1 over 2 + 1 over 2 − 1 over 4 + 3 over 5 + 2 over 5
Combining like terms:
(1 over 4 − 1 over 4) + (1 over 2 − 1 over 2) + (3 over 5 + 2 over 5)
Simplifying each set of fractions:
0 + 0 + 5 over 5
Finally, combining the fractions:
5 over 5
Therefore, the sum of the expression 1 over 4 − 0.5 + 1 over 2 − 0.25 + 3 over 5 + 0.4, using fractions, is 5 over 5.