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Graph Using a Table of Values Y=2x^2+1
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Solution:
Step 1:
Insert $x = -2$ into the equation to compute $y$. $Y = 2(-2)^2 + 1$
… |
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Solve for x natural log of 3+ natural log of 4x=4
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Solution:
Step 1: Combine the logarithmic terms.
- Apply the product rule for logarithms… |
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Solve for x (x-12)÷6=12
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Solution:
Step 1:
Apply the multiplication property of equality to eliminate the denomina… |
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Solve for x -(2x+2)-1=-x-(x+3)
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Solution:
Step:1
Reposition the equation so that $x$ appears on the left side. $-x - (x +… |
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Simplify (5x^(1/2))/(4x^(2/3))
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Solution:
Step 1:
Apply the negative exponent rule $a^{-n} = \frac{1}{a^n}$ to rewrite $… |
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Divide ((x^2-16)/(x-2))÷((x^2+3x-4)/(x-8))
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Solution:
Step 1:
To perform division with fractions, convert the division to multiplicat… |
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Find the LCD 3/(2x+10) and 1/(6x)
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Solution:
Step 1:
Extract the factor of $2$ from the expression $2x + 10$.
Step 1.… |
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Combine Like Terms 10x+5y-6x-2y
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Solution:
Step 1:
Combine the terms with $x$ by subtracting $6x$ from $10x$. The result … |
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Solve the Inequality for x 3x+8>=4x
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Solution:
Step 1: Isolate the variable $x$ on one side of the inequality.
- **Step 1.1**… |
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Solve for P A-P=Prt
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Solution:
Step 1:
Eliminate $Prt$ from both sides of the equation to get $A - P - Prt = … |
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Multiply -6i*(6-2i)
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Solution:
Step:1
Implement the distributive property to expand the expression: $-6i \cdot … |
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Find the Product 3x(5x^2-x+4)
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Solution:
Step 1: Utilize the Distributive Property
Multiply $3x$ by each term inside the … |
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Factor 112a^2c-112yk+392a^2k-32yc
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Solution:
Step 1
Extract the common factor of $8$ from $112a^{2}c$ to get $8(14a^{2}c) - … |
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Find the Equation Given the Roots -i square root …
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Solution:
Step 1:
Identify the roots where the function crosses the x-axis, which occurs at $… |
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Solve for x (x+2)/x=(x-1)/2
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Solution:
Step:1
Cross-multiply to eliminate the fractions. Multiply $(x + 2)$ by $2$ and … |
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Factor h=-16t^2+16t+32
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Solution:
Step 1: Extract the common factor
Step 1.1: Extract the common factor from … |
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Find the Exact Value log base 3 of 54- log base 3…
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Solution:
Step 1:
Apply the quotient rule of logarithms: $\log_b(x) - \log_b(y) = \log_b… |
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Simplify the Radical Expression fourth root of 8a…
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Solution:
Step:1
Express $10 a^{2} b^{7}$ as $b^{4} \cdot (10 a^{2} b^{3})$.
Step:1.1… |
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Solve for v 5/14v-3/7=2/7
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Solution:
Step 1:
Combine the term with $v$ and the constant on the left side of the equa… |
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Simplify (-5a^4-7a^6+3)+(3a^6+9-9a^4+5a^2)
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Solution:
Step 1:
Eliminate the parentheses in the expression: $-5a^4 - 7a^6 + 3 + 3a^6 … |