Which of the following correctly uses absolute value to show the distance between -80 and 15?     A.    |-80 - 15| = |-95| = -95 units     B.    |-80 + 15| = |-65| = 65 units     C.    |-80 - 15| = |-95| = 95 units     D.    |-80 + 15| = |-65| = -65 units

Q: what does -1/15 + (-3/5 equal to

A: Given expression can be written in the form an equation as. Let ‘y’ be the simplification of the…

Q: 5m Plot the point where @--- 4

A:

Q: 7 5 X + -6 8 -8 -6 X. X =

A:

Q: Simplify : [(2 - 6/(x + 1).( 1 + 3 / (x - 2)]

A:

Q: (11.) A study was done to determine what temperature should be placed on the directions for frozen…

A: Hi! Thank you for the question. As per the honor code, we are allowed to answer three sub-parts at a…

Q: Divide. (6r +4x²+15x*-9+3x) = (-3x² –2) Remainder Write your answer in the following form: Quotient…

A: We can find the quotient and the remainder by the long division method

Q: 20+1/5c=-7

A: Ans:            -20+15c=-7  cross multiply⇒-20+1=5c-7                          ⇒-19=-35c…

Q: (-3, -1) is translated 2 units up

A: Given that (-3, -1) is translated 2 units up. Here x=-3 and y=-1 translated 2 units up means add 0…

Q: c. | 5x6|+7 < −8 –

A: -5x-6+7&lt;-8

Q: Divide. (172-12:) - (-22') 3 4

A: 17z3v4-12z2v-2z3v4 To simplify , divide each term by the denominator…

Q: For which values of x is Y1 = Y2?

A: A table with X, Y1,Y2

Q: Translate the interval (79,106) into plus/minus notation.

A: Given information- We have given the interval = (79, 106) We know that- Confidence interval = Mean ±…

Q: -1+3/7t=-6/7

A: Given:

Q: the computer took the H0 and Ha as H0: p > - 0.82 (greater than or equal to) Ha: P < 0.82

A: We need to answer the reason behind, the computer taken the H0 and Ha as: H0: p ≥  0.82 (greater…

Q: (d.) If x is equal to 25, what is the simplified numeric value of x2 2x5 + + + 2х (Your answer…

A: First simplify the terms then put x = 25

Q: Simplify. 9 -10 -4 9 3v y 3w w-9v°y Use only positive exponents in your answer.

A: The expression can be simplified by using the product of powers. The formula for product of powers…

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.