Simplify using the vertical method. (2k+3)(2k^2-4k-3)
Answers
Combine like terms... -8k^2+6k^2= -4k^2
-12k+6k=-6k
and leave 4k^3 and -9 alone because you don't have anything to combine it with so the equation is 4k^3 -4k^2 -6k -9
Related Questions
5x + 10 = −4x − 17 what is x
How many decimal places do you think are in the product of 3.2 x 0.77 x 1.6
Teloria, Maria, and Britt each ordered a pizza. Teloria ate47of hers, Maria ate34of hers, and Britt ate 5 of her 8 slices. Order the girls, from greatest to least, according to how much of their pizzas they ateA) Teloria, Maria, and Britt each ordered a pizza. Teloria ate47of hers, Maria ate34of hers, and Britt ate 5 of her 8 slices. Order the girls, from greatest to least, according to how much of their pizzas they ateA) Maria, Teloria, BrittB) Britt ,Teloria, MariaC) Teloria, Maria, BrittD) Maria, Britt, Teloria
use compatible numbers to estimate the quotient of 46.1÷2.3 plz help
Answers
Multiply 125.5 miles by 1.61 to get total kilometers:
125.5 x 1.61 = 202.055 kilometers total.
Divide 150 minutes by 60 to get total hours:
150/ 60 = 2.5 hours.
Now Divide total kilometers by total hours to get kilometers per hour:
202.055 kilometers / 2.5 hours = 80.822 kilometers per hour.
Round the answer as needed.
Answer:
80.822 km/hour
Step-by-step explanation:
A train travels in 150 minutes = 125.5 miles.
First we will convert 125.5 miles to kilometers
1 mile = 1.61 kilometers
125.5 miles = 125.5 × 1.61
= 202.055 kilometers
1 hour = 60 minutes
150 minutes =
= 2.5 hours
Hence the train travels 202.055 kilometers in 2.5 hours.
Therefore, The speed of the train in one hour =
= 80.822 km/hour
The trains speed is 80.822 km/hour.
Answers
Answer:
alternate interior angles
Step-by-step explanation:
Identify the pair of angles m<4 and m<7 as corresponding alternate interior, both or neither
we know that
Alternate interior angles are two congruent interior angles which lie on different parallel lines and on opposite sides of a transversal.
so
------> by alternate interior angles
Answers
The pair of parenthesis that can be removed without changing the value of the expression is "parenthesis around 5 × 8"
Given expression:
(1 + 2) × (6 - 3) + (5 × 8) + (9 - 4)
Using BODMAS
- B = bracket
- O = of
- D = division
- M = Multiplication
- A = Addition
- S = Subtraction
(1 + 2) × (6 - 3) + (5 × 8) + (9 - 4)
= 3 × (3) + 40 + 5
= 9 + 40 + 5
= 54
Remove parenthesis around 5 × 8
(1 + 2) × (6 - 3) + 5 × 8 + (9 - 4)
By removing the parenthesis around 5 × 8, you still have to multiply before adding according to the rule of BODMAS
Therefore, the pair of parenthesis that can be removed without changing the value of the expression is "parenthesis around 5 × 8"
Learn more about BODMAS:
Answers
The answer of the first question is the THIRD one which is (x - 2)/(x² - 6x + 8)
The answers of the second question are x ≠ -1 and x ≠ 0.
The answer of the third question is 6 + 3x.
Answers
The 7 is called the exponent.