Section 4

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Harvard University *

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Mathematics

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Jan 9, 2024

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docx

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1

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21. Solve the equation 4(2 −3)=204(2 x −3)=20 . Answer : =4 x =4 . 22. Calculate the value of y in the equation 3 +8=263 y +8=26 . Answer : =6 y =6 . 23. Find the area of a triangle with base 99 units and height 55 units. Answer : Area = 12×base×height=12×9×5=22.5 21 ×base×height= 21 ×9×5=22.5 square units. 24. Determine the value of z if 5 −7=185 z −7=18 . Answer : =5 z =5 . 25. Solve the equation 2 3−5=7 32 x −5=7 . Answer : =18 x =18 . 26. Evaluate the expression: 7×(4+2)−527×(4+2)−5 2 . Answer : 7×(4+2)−52=7×6−25=42−25=177×(4+2)−5 2 =7×6−25=42−25=17 . 27. Calculate the circumference of a circle with a diameter of 1010 units (use =3.14 π =3.14 ). Answer : Circumference = ×diameter=3.14×10=31.4 π ×diameter=3.14×10=31.4 units. 28. Solve the inequality: 2 −9<52 x −9<5 . Answer : <7 x <7 . 29. Find the slope-intercept form of the line passing through points (−1,3)(−1,3) and (2,7)(2,7) . Answer : Slope = 7−32−(−1)=43 2−(−1)7−3 = 34 , y-intercept =4−43×2=43 b =4− 34 ×2= 34 , equation: =43 +43 y = 34 x + 34 . 30. Solve for y in the equation 2 −3=132 y −3=13 . Answer : =8 y =8 .
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