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Because 2x squared is equivalent to 2x raised to the second power, we can use this rule of exponents to evaluate 2x squared. Answer and Explanation: 2 x squared, denoted (2 x ) 2 , is equal to 4 x 2 .
Function 2x, derivative of x squared. Verifying the Derivative of x^2. Differentiation and integration are inverse functions of each other. To verify if a derivative is correct, we integrate it ...
Answer. Final answer: The value of the expression 2x squared + 3y squared when x=3 and y=5 is 93. Explanation: The student has provided values for x and y, and asked to find the value of the expression 2x squared + 3y squared. Using the given values x=3 and y=5, the expression can be calculated as follows: First, square the value of x, which is 3.
The given value of x is 5, and the expression we need to calculate is 2x squared or 2x2. To find this, first find the square of x that is 5*5=25. Now, multiply 2 by the square of x which is 2*25 = 50. Therefore, when x equals 5, the value of 2x2 is 50.
We have to determine the evaluation of the given expression when x=3 and y=5. As per the question, we have. 2x²+3x². Substitute the values of x=3 and y=5 in the above expression and we get. 2 (3) (3)+3 (5) (5) 2x9+3x25. 18+75. 93. Thus, the required solution of the given expression is 93.
An exponent is a power to which a number is raised and is mathematically represented as {eq}a^x {/eq} where {eq}x {/eq} is the exponent. This means that {eq}a {/eq} is multiplied by itself {eq}x {/eq} times. Expressions involving exponents can be simplified using some properties of the exponents. For instance, if two expressions of the same ...
8 people found it helpful. okpalawalter8. We have that for the Question " Factorise 2x squared +6x" it can be said that the simplest form of 2x^2+6x is. 2x (x+3) From the question we are told. Factorise 2x squared +6x. Generally the equation for the Statement is mathematically given as. Therefore.
An expression is a way of writing a statement with more than two variables or numbers with operations such as addition, subtraction, multiplication, and divisi…
Square of Binomials: A binomial is defined as a polynomial that is the sum of two terms. To square a binomial, simply square the first term, double the product of the first and last term, and square the last term. Then combine these expressions. Make sure to simplify if necessary.
Click here 👆 to get an answer to your question ️ Find b and then solve the equation: 2x^2+bx−10=0, if one of its roots is 5 Find b and then solve the equation: 2x^2+bx−10=0, if one of its roots is 5 - brainly.com