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What is an equivalent expression for 3f 4s 2f?
The expression (3f + 4s + 2f) can be simplified by combining like terms. Adding the terms with (f), we get (3f + 2f = 5f). Therefore, the equivalent expression is (5f + 4s).
What are 2 radicals similar?
2 radicals are similar (like terms) if, when in simplified form, the index is the same, and the radicand is the same. The coefficient may be different. EX: 3(sq root 2) and 5(sq root 2) are like terms, but 3(cube root 2) is not a like term for either.
What are the like radicals of squire root of 5?
Like radicals are terms that have the same radical part. The square root of 5, written as √5, has like radicals that are multiples of it, such as 2√5, -3√5, or 5√5. These terms all contain the same radical component (√5) and can be combined in algebraic expressions.
What is the practical use of HCF and LCM?
For adding and subtracting fractions with different denominators and reducing them to their lowest terms.
What is 9a 4a-5a?
The expression ( 9a + 4a - 5a ) can be simplified by combining like terms. Adding and subtracting the coefficients of ( a ), we get ( (9 + 4 - 5)a = 8a ). Therefore, the simplified expression is ( 8a ).
Two radical expressions with the same degree and the same are called like terms?
radicand
Radicals with the same radicand and same index?
Like terms or like radicals
What is an equivalent expression for 3f 4s 2f?
The expression (3f + 4s + 2f) can be simplified by combining like terms. Adding the terms with (f), we get (3f + 2f = 5f). Therefore, the equivalent expression is (5f + 4s).
What are 2 radicals similar?
2 radicals are similar (like terms) if, when in simplified form, the index is the same, and the radicand is the same. The coefficient may be different. EX: 3(sq root 2) and 5(sq root 2) are like terms, but 3(cube root 2) is not a like term for either.
What are the like radicals of squire root of 5?
Like radicals are terms that have the same radical part. The square root of 5, written as √5, has like radicals that are multiples of it, such as 2√5, -3√5, or 5√5. These terms all contain the same radical component (√5) and can be combined in algebraic expressions.
What is the practical use of HCF and LCM?
For adding and subtracting fractions with different denominators and reducing them to their lowest terms.
When combining like terms do you add the exponents together?
Yes when multiplying. No when adding. 3n^3 + 3n^3 = 6n^3 3n^3 x 3n^3 = 9n^6
What is 9a 4a-5a?
The expression ( 9a + 4a - 5a ) can be simplified by combining like terms. Adding and subtracting the coefficients of ( a ), we get ( (9 + 4 - 5)a = 8a ). Therefore, the simplified expression is ( 8a ).
How do you simplify radicals with different indices?
To simplify radicals with different indices, first express each radical in terms of a common index. For example, convert square roots and cube roots to fractional exponents (e.g., ( \sqrt{a} = a^{1/2} ) and ( \sqrt[3]{b} = b^{1/3} )). Then, find a common denominator for the exponents to combine the terms. Finally, simplify the expression as needed and convert back to radical form if desired.
What is x plus 14x plus 40?
The expression ( x + 14x + 40 ) can be simplified by combining like terms. Adding ( x ) and ( 14x ) gives ( 15x ), so the expression simplifies to ( 15x + 40 ).
What does tri mean in math terms?
In any terms it is a combining form meaning 'three'
What can you simplify an expression by combining what?
Like Terms and Variables
