Maths-
General
Easy
Question
Add: 5x2 - 8xy + 3y2, 4x2 + 3xy + 7y2, 3x2 - 11xy - 8y2
Hint:
The concept used in this question is the addition of polynomials.
○ Arrange the term in the decreasing order of their power.
○ To add polynomials simply add any like terms together.
○ Like terms are terms whose variables and exponents are the same
The correct answer is: Hence, the addition is 12x2 + 2y2.
Answer:
○
- Step by step explanation:
○ Given:
Three terms:
5x2 - 8xy + 3y2,
4x2 + 3xy + 7y2,
3x2 - 11xy - 8y2
○ Step 1.
○ Add the terms
5x2 - 8xy + 3y2) + (4x2 + 3xy + 7y2) + (3x2 - 11xy - 8y2)
5x2 - 8xy + 3y2 + 4x2 + 3xy + 7y2 + 3x2 - 11xy - 8y2
○ Step 2.
○ Arrange the like terms
( 5x2 + 4x2+ 3x2 ) - (8xy + 3xy - 11xy) + (3y2 + 7y2 - 8y2)
( 12x2 ) + (2y2)
12x2 + 2y2
- Final Answer:
Hence, the addition is 12x2 + 2y2.
○ Step 1.
○ Add the terms
○ Step 2.
○ Arrange the like terms
Related Questions to study
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Maths-General
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The area of a rectangle is given. Use factoring to find the expressions for the missing dimensions.
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)
The area of a rectangle is given. Use factoring to find the expressions for the missing dimensions.
![](data:image/png;base64,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)
Maths-General
Maths-
Use a ruler and protractor to draw a right scalene triangle. Mark the largest angle and longest side in red and the smallest angle and shortest side in blue. What do you notice?
Use a ruler and protractor to draw a right scalene triangle. Mark the largest angle and longest side in red and the smallest angle and shortest side in blue. What do you notice?
Maths-General
Maths-
A farmer wants to plant three rectangular fields so that the widths are the same. The areas of the fields, in square yards, are given by the expressions
and
. What is the width of the fields if x =3 and y = 4.
A farmer wants to plant three rectangular fields so that the widths are the same. The areas of the fields, in square yards, are given by the expressions
and
. What is the width of the fields if x =3 and y = 4.
Maths-General
Maths-
(ii) x2 + y2, 2x2, –3y2, 3x2 – 4y2
(ii) x2 + y2, 2x2, –3y2, 3x2 – 4y2
Maths-General
Maths-
Find the sum of the following expressions.
(i) x + y + z, y – z, x – y, –x + z (ii) x2 + y2, 2x2, –3y2, 3x2 – 4y2
Find the sum of the following expressions.
(i) x + y + z, y – z, x – y, –x + z (ii) x2 + y2, 2x2, –3y2, 3x2 – 4y2
Maths-General
Maths-
Use a ruler and protractor to draw an acute triangle. Mark the largest angle and longest side in red and the smallest angle and shortest side in blue. What do you notice?
Use a ruler and protractor to draw an acute triangle. Mark the largest angle and longest side in red and the smallest angle and shortest side in blue. What do you notice?
Maths-General
Maths-
Factor out the GCF from the given polynomial.
![x to the power of 10 minus x to the power of 9 plus x to the power of 8](data:image/png;base64,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)
Factor out the GCF from the given polynomial.
![x to the power of 10 minus x to the power of 9 plus x to the power of 8](data:image/png;base64,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)
Maths-General
Maths-
How can you tell from the angle measures of a triangle which side of the triangle is the longest? The shortest?
How can you tell from the angle measures of a triangle which side of the triangle is the longest? The shortest?
Maths-General
Maths-
A triangle has one side of 11 inches and another of 15 inches. Describe the possible lengths of the third side.
A triangle has one side of 11 inches and another of 15 inches. Describe the possible lengths of the third side.
Maths-General
Maths-
A triangle has one side of length 12 and another of length 8. Describe the possible lengths of the third side.
A triangle has one side of length 12 and another of length 8. Describe the possible lengths of the third side.
Maths-General
Maths-
(ii) – 3a2 b, –17a2 b, 8a2 b, – 4a2 b
(ii) – 3a2 b, –17a2 b, 8a2 b, – 4a2 b
Maths-General
Maths-
Factor out the GCF from the given polynomial.
![15 x cubed y minus 10 x squared y cubed](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHkAAAATCAYAAAC0laJ1AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAnNJREFUeNrtWE1EBGEYHitZSSRJOsRKOqRLOiRJJMlaiaRDsqJDp9U16ZBIh5UkkiRJZHVIViRJkkhWOiQ6dOzSoUPWinpfnsMY37df87MzszM9POy8s/PzPe/7vT+jad7jBywQc8RBLXzQa3BDbAmyjm3ENy28iBBniQ9B1pEX+aH9Ix9UHeuIG8RkyB3cR7wqpY6txAXk9GJ5X0QnatKkD0RWacCoIW4S78At2OyiETU5Vkod94kzRZz2U0JxWaRlPN9LqDRgXBATuuM4bHaD6xSOdkVHL5zsVD1ysuMVYYy4LrCvESds7OCsQ9ngzzo64eRp4orAvoRzIvQS7w22HeK44L8pRKzbTs5IxpN+nLOiQRYdsQxmNRDpWLKdzKNAg+44iaZAVEc48s6IzYbzU8RVg62K+IImw20nc9daKbCz7d2mBrIe5y8aqHQ05WQetj8RfXPE6iL3GSKm8XvAYt0aJh4ZbItojrxI199FrimUkwaqHVtB7MRDnhWp5hxjQc7izuNrnnTH9cRXYtTCBGBmErDi5LxPNHDEyXoMKua6FCK8w8b7fOl+p3FPrxqvd0m6jkrStW81MFt7ZRHcg2YkbaPzZFxjdowhgiMeOjmDFCwK9kw5aWDGye14qBH8MidoEKrR7VltlPYwlx64+MFEpsEocVtg3xU40dcayBZ4TOxGFEUQ0a9YuGaoGVnDguL40GAFKYwRjz6YkxmXeKcKpO55QcnyrQaqJmUMbfs3Rgnu+LoEowQHQ5Pg/oeSVKfCCN4l4ZJzVY1aLQTPo1ZuGaaMctfAE/DCbrVwI/AaZFEmwoxAa8CN3WnIHWxLg1+sMtekJBiF/wAAANN0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW4+MTU8L21uPjxtc3VwPjxtaT54PC9taT48bW4+MzwvbW4+PC9tc3VwPjxtaT55PC9taT48bW8+JiN4MjIxMjs8L21vPjxtbj4xMDwvbW4+PG1zdXA+PG1pPng8L21pPjxtbj4yPC9tbj48L21zdXA+PG1zdXA+PG1pPnk8L21pPjxtbj4zPC9tbj48L21zdXA+PC9tYXRoPkc9HeEAAAAASUVORK5CYII=)
Factor out the GCF from the given polynomial.
![15 x cubed y minus 10 x squared y cubed](data:image/png;base64,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)
Maths-General
Maths-
Two angles form a linear pair. the measure of one angle is 3 times the measure of the other. Find the measure of each angle.
Two angles form a linear pair. the measure of one angle is 3 times the measure of the other. Find the measure of each angle.
Maths-General
Maths-
List the angles of from smallest to largest.
![](data:image/png;base64,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)
List the angles of from smallest to largest.
![](data:image/png;base64,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)
Maths-General