If 81 × 125 3p × 5q find p and q
Web(vi) 5p ÷ 3q – 3p2 × q2 Solution: (i) 5p × q × r 2 = 5pqr 2 As this algebraic expression has only one term, its therefore a monomial. (ii) 3x 2 + y ÷ 2z = 3x 2 /2z + y/2z As this algebraic expression has two terms, its therefore a binomial. (iii) -3 + 7x 2 As this algebraic expression has two terms, its therefore a binomial. (iv) Web17 sep. 2024 · What is the HCF of P and Q if 3P – Q – 5 = 0 and P and Q are positive integers? 1) P is completely divisible by 5. Let P=5x, so 3*5x-Q-5=0 Q=15x-5=5(3x-1). Now x and 3x-1 will never have any factor other than 1 common. Hence 5(x) and 5(3x-1) will have only 1 and 5 as common factors. Answer is 5. Sufficient 2) Q is completely divisible by 5.
If 81 × 125 3p × 5q find p and q
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Web1 Economics 101 Spring 2024 Answers to Homework #3 Due Thursday, March 16, 2024 Directions: • The homework will be collected in a box before the large lecture. • Please place your name, TA name and section number on top of the homework (legibly). WebIf `p : q = 5 : 7 " and " p - q = - 4`, then find the value of ` (3p + 4q)`.
Web7 mrt. 2016 · So far we have shown that $ (P \to Q) ~\vdash (\neg P \lor Q)$. To finish proving the equivalency $ P \to Q \equiv \neg P \lor Q ~$ we also need to show $ (\neg P \lor Q) \vdash (\neg P \lor Q) $. I don't see an obvious inference rule at this point, but we could show it by contradiction. WebStep 1: Simplify and solve using appropriate law of exponents. Given, 5 3x−1÷25=125 Since, 25=5×5=5 2 And 125=5×5×5=5 3 Therefore given equation can be written as, 5 3x−1÷(5) 2=(5) 3 ⇒(5) 3x−1−2=(5) 3[∵a m÷a n=(a) m−n] ⇒(5) 3x−3=(5) 3 On comparing both sides, we get ⇒3x−3=3 ⇒3x=6 ⇒x=2 Hence, the value of x=2 Was this answer …
WebThe equation for supply is of the form Q=c+dP. First find the slope which is ∆Q ∆P = 2 3. You can figure this out by noticing that every time price increases by 3 quantity supplied increases by 2 million pounds. Supply is now Q =c + 2 3 P. To find c plug in any of the price quantity supplied points from the table: Q =2 = c + 2 3 (3) so that ... Web4 apr. 2024 · But of course, that's the lowest multiple and the multiple of any positive integer are infinite. Thus, if Q = 24, then P could be 24, 48, 72, 96, 120, 144, 168, 192, 216, 240, etc. Thus, it could be true that P = Q, but doesn't have to be. This statement, alone and …
WebSubstitute p and q with ( a + x) and ( a − x), where a = ( p + q) / 2. That gives you the formula N = ( a + x) ( a − x) = a 2 − x 2. If x is much smaller than a, then N is very close to a 2, so N = a − ϵ (for some small ϵ)
WebP = 700 - 5Q. For a linear demand curve, the marginal revenue curve has the same intercept as the demand curve and a slope that is twice as steep: MR = 700 - 10Q. Next, determine the marginal cost of producing Q. To find the marginal cost of production in Factory 1, take the first derivative of the cost function with respect to Q: dC 1 Q (1) dQ ... once upon a picnicWebAlgebra Simplify Calculator Step 1: Enter the expression you want to simplify into the editor. The simplification calculator allows you to take a simple or complex expression and simplify and reduce the expression to it's simplest form. The calculator works for both numbers … once upon a pancakeWebQd = 66-3P Qs = -4+2P (i) Solve algebraically to find equilibrium P and Q In equilibrium Qd = Qs 66-3P = -4+2P -3P-2P = -4-66 -5P = -70 5P = 70 P* = 14 Qd = Qs = 66-3P = 66-3(14) = 66-42 = 24 = Q* (ii) How would a per unit sales tax t affect this equilibrium and … once upon a paw patrolWebFree math problem solver answers your algebra, geometry, trigonometry, calculus, and statistics homework questions with step-by-step explanations, just like a math tutor. is a tsp metricWebUniversity of British Columbia once upon a phonogramWebAbout Press Copyright Contact us Creators Advertise Developers Terms Privacy Policy & Safety How YouTube works Test new features Press Copyright Contact us Creators ... once upon a paperWeb4p = 500 - Qd p = 500/4 – Qd /4 Solving for P: 2p = Qs + 100 p = Qs /2 + 50 Inverse Demand Curve → Inverse Supply Curve → When P=0, Qd=500‐4.0=500 P = 100 Q = 100 At what price and quantity do you reach equilibrium? QS = Qd 500 –4P = ‐100 + 2P 600 = 6P 100 = P And then take this p=100 and plug it into either the once upon a photo