t + 0.55t
25 answers
Combining like terms, t + 0.55t can be simplified to 1.55t.
what is t + 0.55t
t + 0.55t can be simplified by combining like terms.
t + 0.55t = (1 + 0.55)t = 1.55t
t + 0.55t = (1 + 0.55)t = 1.55t
what is $13.75 rounded to the nearest penny?
$13.75 rounded to the nearest penny is $13.76.
you sure
Apologies for the previous response. $13.75 rounded to the nearest penny is $13.75.
what dose the expression 0.90(d - 5) refer to?
The expression 0.90(d - 5) refers to 90% of the quantity (d - 5).
what is d + 5
d + 5 is an algebraic expression that represents the sum of a variable d and the number 5. It cannot be simplified any further unless the value of d is known.
what is d - 5
d - 5 is an algebraic expression that represents the difference between a variable d and the number 5. It cannot be simplified further unless the value of d is known.
what are some different expressions for x - 2%
Some different expressions for x - 2% can be:
1. x - (0.02 * x)
2. x - 0.02x
3. x(1 - 0.02)
4. 0.98x (since 2% is equivalent to 0.02)
1. x - (0.02 * x)
2. x - 0.02x
3. x(1 - 0.02)
4. 0.98x (since 2% is equivalent to 0.02)
Whats another expression for x - 0.02
Another expression for x - 0.02 is:
1. x - 2/100
1. x - 2/100
p - 3%
Another expression for p - 3% can be:
1. p - (0.03 * p)
2. p - 0.03p
3. p(1 - 0.03)
4. 0.97p (since 3% is equivalent to 0.03)
1. p - (0.03 * p)
2. p - 0.03p
3. p(1 - 0.03)
4. 0.97p (since 3% is equivalent to 0.03)
what is p - -3%
To subtract -3% from p, you can express it as adding 3% to p.
Thus, p - (-3%) can be rewritten as p + 3%.
Other expressions for p + 3% can be:
1. p + (0.03 * p)
2. p + 0.03p
3. p(1 + 0.03)
4. 1.03p (since -3% is equivalent to -0.03 which becomes a positive 0.03)
Thus, p - (-3%) can be rewritten as p + 3%.
Other expressions for p + 3% can be:
1. p + (0.03 * p)
2. p + 0.03p
3. p(1 + 0.03)
4. 1.03p (since -3% is equivalent to -0.03 which becomes a positive 0.03)
what is 7,000 - -0.03
To subtract -0.03 from 7,000, you can transform the subtraction of a negative number into an addition (since subtracting a negative number is the same as adding its positive counterpart):
7,000 - (-0.03) = 7,000 + 0.03
Now we can add them:
7,000.00
+ 0.03
_________
7,000.03
Therefore:
7,000 - (-0.03) = 7,000.03
7,000 - (-0.03) = 7,000 + 0.03
Now we can add them:
7,000.00
+ 0.03
_________
7,000.03
Therefore:
7,000 - (-0.03) = 7,000.03
what are other expressions for a = 1/3b
Other expressions for a = 1/3b could be written in several forms:
1. a = b/3
2. a = 0.333...b
3. 3a = b (multiplying both sides by 3)
4. a = b * (1/3)
5. a = 0.333...(where 333... represents the repeating decimal) * b
These are all equivalent expressions and they all say that a is one third of b.
1. a = b/3
2. a = 0.333...b
3. 3a = b (multiplying both sides by 3)
4. a = b * (1/3)
5. a = 0.333...(where 333... represents the repeating decimal) * b
These are all equivalent expressions and they all say that a is one third of b.