2 Find the points of intersection between r=2 cos20 and r = 1- cose

Q: find 3x2 + 2y = 5, 2x2 + 3y = 10.

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Q: Translate this mathematical expression: VXEN, 3YEZ s.t. x + y^2 = x - y

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Q: Solve: a 5X-1 = 7x

A: We have to solve for x.

Q: Solve ,  5(x-6) = 4(x+8)

A: The given equation is 5x-6=4x+8.

Q: (a) Find the general solution in terms of real functions. (b) From the roots of the characteristic…

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Q: Solve for: ?^2 − ? − 6 ≤ 0

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Q: Is equation, odd, even or negative?

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Q: fo ret+3dx aşağıdakilerden hangisidir?

A:

Q: Solue forx 8tlogs (-4x)=10

A: Please see the answer below.

Q: Differentiate.   y= 4x3-7x2+15x+3

A: Topic:- application of derivatives        Using If  F(x) = ax^n  F'(x) =an x^(n-1)

Q: what is 2 times 54?

A: We have compute 2 times 54 that 2×54. Hence, 2×54=108

Q: Four sixths of 10 are equal to

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Q: 2y=3x-5

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Q: Solve ex =-x

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Q: Dana records TikToks for 20 minutes a day, every day. How many hours does she spend recording…

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Q: Leon won the 100-meter dash with a time of 15.28 seconds. Alan came in second. Alan’s time contains…

A: We have to find what could be Alan’s Time in the 100-meter dash.

Q: Arturo is 54 years younger than Jennifer. 6 years ago, Jennifer's age was 3 times Arturo's age. How…

A: The objective is to find Arturo's age .

Q: 02. 75 (-0.3)

A: Topic - division

Q: Simplify  3-1/y-5/4/y-5

A: Observe the following fact.

Q: 5 years ago a dad was 6 years older than 3 times his son's age at that time.  In 4 years, he will…

A: Let the dad is x years old and son is y years old now. 5 years ago dad was (x-5) and son was (y-5)…

Q: The doctor advised Peter to take the medicine after every 50 minutes 1800 seconds. How many times…

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Q: 2X+3=9.X=

A: Solution

Q: lT-Mobile 11:03 PM my.tccd.edu 1 of 1 (2x- 3)5

A: We use the Binomial theorm to expand the given expression as shown on board.

Q: Find the solution set for 26 ^ (10x + 14) + 17 = 104

A: Consider the given equation and solve it to find x. Given,…

Q: 2-y=5

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Q: Just solve the third one. The other two are right

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Rate of Change

The relation between two quantities which displays how much greater one quantity is than another is called ratio.

Slope

The change in the vertical distances is known as the rise and the change in the horizontal distances is known as the run. So, the rise divided by run is nothing but a slope value. It is calculated with simple algebraic equations as: