WebSolution If 8x – 3 = 25 + 17x, then x is a rational number. Explanation: Given equation is: 8x – 3 = 25 + 17x ⇒ 8x – 17x = 25 + 3 ...... (Transpose 17x to LHS and 3 to RHS) ∴ x = - 28 9 ..... (Divide both sides by – 9) Hence, x is a rational number. Concept: Concept of … WebWhat you want is a number x such that 21 will divide 9 x − 24. We write this as 21 ∣ 9 x − 24. Note that 3 divides both sides, so it must be that 21 / 3 ∣ ( 9 x − 24) / 3 or 7 ∣ 3 x − 8. From there you can try and calculate an inverse to 3 modulo 7 or you can just do a little guess and check to find that x = 5 works.
The solution of the equation ax + b = 0 is (a) x = a/b, (b) x = -b, (c ...
WebIf 8x-3 = 25 + 17x, then x is Given equation is : 8x-3 = 25 + 17x ⇒ 8x-17x = 25 + 3 (transpose 17x to LHS and 3 to RHS) (divide both sides by -9) Hence, x is a rational number. 1 .. 113 Q4 Next More Exercise Questions 1 The solution of which of the … WebIf 8x-3=25+17x then X is A. Fraction B. Integer C. Rational number D. Can not be solved Anyone please explain this with your solution Report ; Posted by Deeptanshu Sinha 2 years, 5 months ago. CBSE > Class 08 > Mathematics 1 answers; Yogita Ingle 2 years, 5 months ago. 8x-3=25+17x. 17x ... intellectual property theft in canada
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WebIf 8x—3 = 25 + 17x , then x is 8x-3-25+17x a) a natural number c) a rational number A table marked at Rs. 15000 is available for Rs. 14,400. The discount percent is 15000 14,400 5. 6. The value of .4)4 + + 40 is a) 12 If onð'iof'the diagonals of a rhombus is equal to one ofits sides, the greater angle of the rhombus is Web9. A. Complete the table by filling out the correct answer. Standard Form Of the Polynomial Leading Term Degree Leading Coefficient Constant Polynomial X+X5 + 3x2+7X - 28 EX-11X +8X -24 25X-17X3 +4x4 9X21 71% +21x - 17X -48. Answer: If the 25+70% that will be 42.5. if you mix the all the table you have to find the WebThen, multiply the first term of the quotient with the divisor. Continue until the last term of the dividend. The division of two polynomials may or may not result in a polynomial. Answer: The remainder is [tex]\frac {32} {x - 2} [/tex]. Solutions: by synthetic division. x² + 8x + 12 ÷ x … john bachelorette