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Solve this because I'm horrible at maths


√(1989 * 1989 + 1989 * 1989) + 13 - 2007


User Rizan Zaky
by
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2 Answers

7 votes


\tt √(1989 * 1989 + 1989 * 1989) + 13 - 2007

  • Write the repeated multiplication in exponential form


\tt \sqrt{ {1989}^(2) + {1989}^(2) } + 13 - 2007

  • Collect like terms


\tt \sqrt{2 * {1989}^(2) } + 13 - 2007

Simplify the radical expression


\tt1989 √(2) + 13 - 2007

Calculate the difference


\tt1989 √(2) - 1994

Calculate the approx value


\tt \approx818.87

User Silkster
by
8.0k points
7 votes

Answer:

818.87

Step-by-step explanation:


\hookrightarrow \sf √(1989\cdot 1989+1989\cdot 1989)+13-2007


\hookrightarrow \sf √(1989\cdot \:1989+1989\cdot \:1989)-1994


\hookrightarrow \sf 1989√(2)-1994


\hookrightarrow \sf 818.8707756


\hookrightarrow \sf 818.87

User AlmightyGOSU
by
8.4k points
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