Exercise 6B
Q1 | Ex-6B |Class 7 |S.Chand | New Learning Composite maths |Linear
Equations in One Variable |Ch-6 |myhelper
Question 1
x2+5=8
Sol :
x2=3
x=6
Q2 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 2
y3–1=7
Sol :
y3=8
y=24
Q3 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 3
2–m8=5
Sol :
−m8=5−2
−m8=3
-m=24
m=24
Q4 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 4
m40–7=0
Sol :
m40=7
m=280
Q5 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 5
2x5–18=−24
Sol :
2x5=−24+18
2x5=−6
2x=-30
x=-15
Q6 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 6
n2+n3=5
Sol :
L.C.M of 2 and 3 is 6, multiplying both sides by 6
n2×6+n3×6=5×6
3n+2n=30
n=305=6
Q7 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 7
612+112(1–2x)=−4
Sol :
132+32(1−2x)=−4
312+32−3x=−4
−3x=−4−132−32
−3x=−(4+312+32)
3x=8+13+32
3x=242
3x=12
x=123=4
Q8 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 8
4x−35−5x−38=1
Sol :
L.C.M of 5 and 8 is 40, multiplying both sides by 40
(4x−35×40)−(5x−38×40)=1×40
(32x-24)-(25x-15)=40
32x-24-25x+15=40
32x-25x=40+24-15
7x=49
x=497=7
Q9 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 9
4z+33+13=3z−12
Sol :
(4z+3)+(1)3=3z−12
4z+43=3z−12
2(4z+4)=3(3z-1)
8z+8=9z-3
8+3=+9z-8z
11=z or z=11
Q10 | Ex-6B |Class 7 |S.Chand |New Learning Composite maths |Linear Equations in One
Variable |Ch-6 |myhelper
Question 10
12(8−6n)=n
Sol
4-3n=n
-3n-n=-4
-4n=-4
n=1
It is very helpful for me thanks 😊☺️☺️
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