If 32-48- x - 210 are in proportion- then find the value of x -A- 14B- 140C- 70D- 160

The correct option is B 140Given that 32, 48, x, 210 are in proportion. Then 32/48 =x/210 By cross multiplying, we get 48 × x = 32 × 210 nbsp; nbsp; n ...

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Standard VI

Mathematics

Proportions

If 32,48, x ,...

Question

If 32, 48, $x$ , 210 are in proportion, then find the value of $x$ ?

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140

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160

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Solution

The correct option is C 140
Given that 32, 48, $x$ , 210 are in proportion. Then
$\frac{32}{48} = \frac{x}{210}$
By cross multiplying, we get
$48 \times x = 32 \times 210$
$x = \frac{32 \times 210}{48}$
$x = 140$

Suggest Corrections

If 32, 48, x, 210 are in proportion, then find the value of x ?

The correct option is C 140Given that 32, 48, x, 210 are in proportion. Then 3248=x210 By cross multiplying, we get 48×x=32×210 x=32×21048 x=140

If 32, 48, $x$ , 210 are in proportion, then find the value of $x$ ?

The correct option is C 140
Given that 32, 48, $x$ , 210 are in proportion. Then
$\frac{32}{48} = \frac{x}{210}$
By cross multiplying, we get
$48 \times x = 32 \times 210$
$x = \frac{32 \times 210}{48}$
$x = 140$