0000:00:00:00:00Start14Number 14ExplanationIf NNN satisfies 7−N×(−3)=527 - N \times (-3) = 527−N×(−3)=52, the value of NNN is ....−15-15−15−12-12−12121212151515181818ExplanationGiven the equation 7−N×(−3)=527 - N \times (-3) = 527−N×(−3)=52. Simplifying the Equation First, we simplify the form N×(−3)N \times (-3)N×(−3) to N(−3)N(-3)N(−3) or −3N-3N−3N. 7−N(−3)=527 - N(-3) = 527−N(−3)=52 Since −N(−3)=3N-N(-3) = 3N−N(−3)=3N, the equation becomes: 7+3N=527 + 3N = 527+3N=52 Solving the Equation Subtract 777 from both sides: 7+3N−7=52−77 + 3N - 7 = 52 - 77+3N−7=52−7 3N=453N = 453N=45 Divide both sides by 333: N=453N = \frac{45}{3}N=345 N=15N = 15N=15 Therefore, the value of NNN is 151515.
14Number 14ExplanationIf NNN satisfies 7−N×(−3)=527 - N \times (-3) = 527−N×(−3)=52, the value of NNN is ....−15-15−15−12-12−12121212151515181818ExplanationGiven the equation 7−N×(−3)=527 - N \times (-3) = 527−N×(−3)=52. Simplifying the Equation First, we simplify the form N×(−3)N \times (-3)N×(−3) to N(−3)N(-3)N(−3) or −3N-3N−3N. 7−N(−3)=527 - N(-3) = 527−N(−3)=52 Since −N(−3)=3N-N(-3) = 3N−N(−3)=3N, the equation becomes: 7+3N=527 + 3N = 527+3N=52 Solving the Equation Subtract 777 from both sides: 7+3N−7=52−77 + 3N - 7 = 52 - 77+3N−7=52−7 3N=453N = 453N=45 Divide both sides by 333: N=453N = \frac{45}{3}N=345 N=15N = 15N=15 Therefore, the value of NNN is 151515.
