√完了しました! 5−3x 3≤13 219488-5 x 3 12x 4-7 2-x

2

2

ICSE Class 8 Maths Selina Solutions Chapter 6 Sets Exercise 6(B) Question 1 Find the cardinal number of the following sets (i) A 1 = {−2, −1, 1, 3, 5}E8 What is the form of the partial fraction decomposition of

5 x 3 12x 4-7 2-x

5 x 3 12x 4-7 2-x- 3 We multiply by 3 which is a positive real, and we find −6 −2x> −2 5 We multiply by −1 / 2 which is a negative real and therefore we change the direction of the inequalities We find 1> x≥ − 12 6 WeWhat would x have to be for this to be true?

Solve The Following Inequation And Write The Solution Set 13x 5 15x 4 7x 12 X R Represent The Solution On A Real Number Line

Solve The Following Inequation And Write The Solution Set 13x 5 15x 4 7x 12 X R Represent The Solution On A Real Number Line

Section74 E1 Z 31−x x2 x− dx =?Xintercept −2yintercept 3 Write the equation in in slopeintercept form18x − 6y = 12 y = 3x − 2 Identify the slopeintercept form and the graph of the line described by the equation 8x 2y = −6 y = −4x − 3 Identify the slopeintercept form and theα Είναι 3x5 3 x 5≤≤ −≥−≥− −≤− ≤−5x 3 , (1) −≤ ≤−2y 1 , (2) Προσθέτουμε κατά μέλη τις ανισότητες (1) και (2) και έχουμε −− ≤− ≤−− ⇔52 xy 31−≤−≤−7yx 4 β Είναι 3x5 9x 25≤≤ ≤≤2, (3) −≤ ≤−2y 1 2 y1 ≥− ≥ 2(y)1

Steps for Solving Linear Equation y = 3x5 y = 3 x − 5 Swap sides so that all variable terms are on the left hand side Swap sides so that all variable terms are on the left hand side 3x5=y 3 x − 5 = y Add 5 to both sides Add 5 to both sidesQ1 Solve the following (i) 4 − x ≤ 13 (ii) 2(x − 6) 3x ≤ 8 (iii) x 2 x 3 = 5 Q2 Factorise completely (i) 3x − 6y ax − 2ay (ii) p 2 − 1 (iii) x 2 − x − 12 (iv) 2x 2 − 5x − 7 Q3 Expand and simplify (i) (2k − 3)(k − 2) Q4 For the functions f(x) = 7x 4 ,Which values of x make the inequality below true?

5 x 3 12x 4-7 2-xのギャラリー

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Z 4x2 3x− 49 x2 x− dx =? First, subtract 3 from each segment of the system of inequalities to isolate the x term while keeping the system balanced −3 − 12 < − 3 3 − 3x ≤ − 3 15 −15 < 0 −3x ≤ 12 −15 < − 3x ≤ 12 Now, divide each segment by −3 to solve for x while keeping the system balanced However, because we are multiplying or dividing

Incoming Term: 5 x 313, 5 x 3 14, 5 3 x 3 3, 5 x 3 12, 5 x 3 125, 5 x 3 12x 4-7 2-x,

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