katdj1429 katdj1429

Today at 7:15 PM
Mathematics

Answered

What is the distance between points e and g if e is ( 1, 7 )and g is (9,-2)

Answer :

jp998808 jp998808

Today at 7:20 PM

Answer:

12.0415945788

Step-by-step explanation:

Answer Link

gemma123450 gemma123450

Today at 7:19 PM

i’m not very confident in math but (8, 9) i think

Answer Link

Other Questions

Find an equation of the described plane. (a) The plane through the point (2,3,4) and parallel to the plane 3x-y +7z = 8 (b) The plane through the points (5,3, 8

Find f. f'(x) = 20x³ + 1/x, x>0, f(1) = 9 f(x) =

Find the domain and range of the multivariate function. (a) f(x, y) = x - 2y (b) f(x, y) = 1/√2²+1²-9 (c) f(x, y) = sin x cos y

Which bibliographic description for a book is correct, based on the Harvard Method in your study guide?

Find f. f'(x) = 20x³ + 1/x, x>0, f(1) = 9 f(x) =

Fill in the blanks with suitable words1. Describing words are called2 ndjectives of quantity refers to the3. adjectives of numbers are divided into4. An adjecti

geometric mean of x and 5 is 10 then x =? ( x belong to positive real numbers)option area) 25b)20c) 30d) 21

describe the circumstances leading to the outbreak of Revolutionary protest in France (10 marks)

{ \frac{7}{10} \div \frac{1}{3} = \}$

A triangle has a base of $4 r^{\frac{2}{3}} t^{\frac{1}{5}}

Express as a single logarithm and simplify, if possible. 1 log cx + 3 log cy - 5 log cx 1 log cx + 3 log cy - 5 log cx = (Type your answer using exponential not

If r(t) = (t6, t, t), find r'(t), T(1), r"(t), and r'(t) xr"(t). r'(t) T(1) r"(t) = r'(t) xr"(t) II If r(t) = (e3t, e-4t, t), find r'(o), TO),r"), and r'(0) xr"

Solve the equation. Check your solutions. p-3√p=28 The solution set is. (Use a comma to separate answers as needed.)

Given function y(x) below y(x)=x²ln(x)+5 Write the equation of the tangent to y(x) at (1,5). [5 Marks]

Two common names for streets are Fourth Street and Main Street, with 15,821 streets bearing one of these names. There are 431 more streets named Fourth Street

f(x) Suppose that f(x) and g(x) are differentiable functions such that t(0)=2, 1'(0)=7. g(0)=5, and g'(0)=6 Find h'(0) when h(x)=; g(x) h'(0) (Simplify your an

1. Determine the value of 5e-0.3, correct to 4 significant figures by using the power series for e*.

Noura runs 3 miles and 20 minutes.What is her rate of speed per minute?What is her rate of speed per hour?

Find the derivative of the function f(x) = 3x² + 4x - 3 at number 14. (Use symbolic notation and fractions where needed.) f'(14) =

3. Develop a series, as far as the term in t6, for cos 4t using the Maclaurin's series.