By I. Miller
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Extra info for An Introduction To Mathematics - With Applns to Science and Agriculture
A) (3, 4) and (-2, (6) (3, 2) and 2). (5, 6). (c) (2, 3) (d) (-3, and (-2, 5) and 4). (2, 3). Find the equations of the sides of a triangle whose vertices are (4, 3), (2, -2), (-3, 4).
A = frD 2 or , 27 . 14159 as the value of purposes we may use = TT *f- = or of radius TT. close for our purpose For many practical 3. 14+. 7. Area A of a trapezoid of base b and c and altitude h. A = J(5 + c)ft. (Fig. ) FIG. 4. 8. Length c of the hypotenuse of a and right triangle of sides a 6. (Fig. ) FIG. 5. Volume 9. V of a cube of edge a. F = a3 (Fig. ) . a Fio. 6. 10. Volume V of a rectan- gular solid of length wand I, width altitude. A. V= Iwh. (Fig. ) r. 27rr. is sufficiently we may D FIG.
4# 5v 10 = 0. *-S-0. 8. - 4 = = F fC Zx 0. + Construct the graph of the equation 32, taking the C along the horizontal and the corresponding values of F values of along the vertical axis. SYSTEMS OP LINEAR EQUATIONS ART. 33] 10. Where does the graph 3x - 2y - 6 The abscissa of the point where 7-axis? X-axis is called the X-intercept cuts the y-axis X-intercept? 11. is The cut the X-axis? The the line intersects the and the ordinate of the point What is called the F-intercept. 41 where it the ordinate for the abscissa for the 7-intercept?