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Class 10 · Mathematics
→Which intercept pair is correct for drawing the line (5x-2y=20)?
Class 10 · Mathematics
→If the intersection of two lines is \(\left(\frac{7}{2},-\frac{1}{2}\right)\), which pair can be correct?
Class 10 · Mathematics
→For which value will (2x+ay=10) and (6x+9y=31) be distinct parallel lines?
Class 10 · Mathematics
→At which point will the lines (4x-3y=11) and (2x+y=13) meet on the graph?
Class 10 · Mathematics
→If the lines (kx+4y=12) and (6x+8y=24) are coincident, what is the value of (k)?
Class 10 · Mathematics
→What situation will the lines (3x+5y=15) and (6x+10y=32) give on a graph?
Class 10 · Mathematics
→If two lines meet at (P(2,-3)) on a graph, which statement must be true?
Class 10 · Mathematics
→Which graphical conclusion is correct for (2x-3y=6) and (4x-6y=13)?
Class 10 · Mathematics
→If (x+2y=10) and (3x+6y=30) are graphed, what will the solution region be like?
Class 10 · Mathematics
→How will the lines (2x+y=7) and (6x+3y=20) appear on a graph?
Class 10 · Mathematics
→The sum of two numbers is (18), and their difference is (4). What is the solution by graphical method?
Class 10 · Mathematics
→In a case, the total price of two tickets is (₹100), and the costlier ticket is (₹20) more than the cheaper one. If (x) and (y) are ticket prices, what is the graphical solution?
Class 10 · Mathematics
→What is the point of intersection of the lines y = -1 and 3x - 2y = 11 on the graph?
Class 10 · Mathematics
→What is the solution of (x=2) and (2x+3y=13) on the graph?
Class 10 · Mathematics
→If the lines (2x+3y=6) and (kx+6y=12) are coincident, what is (k)?
Class 10 · Mathematics
→What is the graphical conclusion for the lines (x+4y=9) and (2x+8y=21)?
Class 10 · Mathematics
→If the line (2x+5y=20) is to be graphed, which point is chosen incorrectly?
Class 10 · Mathematics
→What is the intersection point when the lines (3x+y=15) and (x-y=1) are graphed?
Class 10 · Mathematics
→For a pair of lines intersecting on the x-axis, what is the form of their intersection point?
Class 10 · Mathematics
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