Mar 25, 2016 · x~~2.07 1. Since the left and right sides of the equation do not have the same base, start by taking the logarithm of both sides. 5^x=28 log(5^x)=log(28) 2.

Question: 31. Describe the function y - -28(x)+ 5 as a transformation of the function y g(x). A) Stretch horizontally, reflect across x-axis, shift left 5 (B) Compress vertically, reflect across x-axis, shift up 5 (C) Stretch vertically, reflect across x-axis, shift up 5 (D) Compress vertically, reflect across y-axis, shift up 5 (E) Stretch horizontally, reflect

We just multiply the numerators (35 and x) by 4 and 28 respectively, and then we divide by 28. It looks like this: 35*4=28*x (35*4)/28=x 140/28=x 5=x It just means skipping steps, but as long as you know what steps you're brushing over, you should be fine.

Question: f(x) = ? + 3 if x 35 - 10x + 28 if x > 5 - Let f be the function defined above. Which of the following statements about fis true? (A) S is continuous and differentiable at x = 5. (B) fis continuous but not differentiable at x = 5. (C) f is differentiable but not continuous at x = 5.

May 17, 2018 · (x-5)/(4(x-7)), with the restriction x != 7. The numerator (x-5) can not be made simpler by factoring, but the denominator can. In 4x-28, both 4x and –28 are multiples of 4.

The given trinomial is 15 x 2 − 28 x + 5. This is a quadratic expression of the form a x 2 + b x + c.

x=23 >"to isolate x subtract 5 from both sides of the equation" xcancel(+5)cancel(-5)=28-5 rArrx=23" is the solution"

Evaluate the algebraic expression for the given value of the variable. x2-28; x= -5 For x = -5, x2 - 28 = 0 (Type an integer or a simplified fraction.) 11 Your solution’s ready to go! Our expert help has broken down your problem into an easy-to-learn solution you can count on.

Question: Divide. (5x^(2)-31x+28)-:(x-5) Your answer should give the quotient and the remainder.

Example 1: Factor the Denominators x + 5 5 Solve for x: 28 *** x x + 2 x2 4. - Solution: Step 1: Factor all denominators. Submit the entire equation with all denominators factored below.