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Dell Latitude 5440 14-inch Core i7-1355U 16GB RAM 512GB SSD Win 11 Pro Laptop
Computers

Dell Latitude 5440 14-inch Core i7-1355U 16GB RAM 512GB SSD Win 11 Pro Laptop

R 32,024.00

incl. VAT | Free delivery over R500 in selected Gauteng areas

Technical Specification nn Product : Dell Latitude 5440 Laptop nn Product type : Notebook nn Form factor : Clamshell nn Processor family: 13th generatio

Out of StockSKU: N041L544014EMEA

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Product Details

Technical Specification

Product: Dell Latitude 5440 Laptop

Product type: Notebook

Form factor: Clamshell

Processor family: 13th generation Intel Core i7

Processor model: i7-1355U

Processor frequency: 3.70 / 5.00 GHz (12 MB Cache, 10 Cores)

Display diagonal: 14-inch

HD type: Full HD

Display resolution: 1920 x 1080 pixels

Display: Non-Touch, AG, IPS, 250 nits

Internal memory: 16 GB 3200 MHz (2 x 8 GB)

Internal memory type: DDR4

Total storage capacity: 512 GB PCIe NVMe

Storage media: SSD

On-board graphics card model: Intel Iris Xe Graphics

Mobile Broadband: Not supported

Operating system installed: Windows 11 Pro

Product colour: Grey

Weight: 1.39 kg

Ports & Slots

1. Universal Audio Jack

2. USB 3.2 Gen1 with PowerShare

3. HDMI 2.0

4. Wedge Shaped Lock Slot

5. RJ45

6. USB 3.2 Gen1

7. 2x USB Type C Thunderbolt 4.0 with Power Delivery & DisplayPort

8. Contacted SmartCard Reader (optional)

Dimensions & Weight

1. Depth: 212 mm

2. Width: 321.4 mm

3. Height: 19.1 mm

4. Starting Weight: 1.39 kg

Features

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

📋 Key Specifications

BrandDell
SKUN041L544014EMEA
Stock❌ Out of Stock
Weight6 kg

🚚 Delivery Info

Free delivery over R500 in selected Gauteng areas
Delivery within 2-7 business days
Secure checkout via SSL
7-day easy return policy

Need help?

Call us: 011 453 9046

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Frequently Asked Questions

Is this product in stock?
Unfortunately, the Dell Latitude 5440 14-inch Core i7-1355U 16GB RAM 512GB SSD Win 11 Pro Laptop is currently out of stock. Check back soon or contact us at 011 453 9046 for estimated restock dates.
What is the delivery time?
We deliver across South Africa within 2-7 business days. Free delivery on orders over R500 in selected Gauteng areas. Orders are processed within 24 hours of payment confirmation.
What payment methods do you accept?
We accept PayFast (credit/debit cards, instant EFT), Payflex (buy now pay later in 4 interest-free instalments), and bank EFT. All payments are processed securely.
Is this product genuine/original?
Yes, all products at Bonolo Online are 100% genuine and sourced from official South African distributors and brand-authorised suppliers. We guarantee authenticity.
Can I return this product?
Yes, we offer a 7-day easy return policy. If you're not satisfied, contact us within 7 days of delivery for a return or exchange. Items must be unopened and in original packaging.
Do you offer the best price?
We strive to offer competitive prices on all our products. If you find a lower price elsewhere, contact us and we'll do our best to match it. We are committed to being your trusted tech supplier.
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